VOL. II.
| Page | 44 | last line | for | ‘corn-bearing land’ | read | land subject to partition of crops. | |
| ” | 45 | line | 3 | ” | ‘at the time of collection | ” | in the crops charged at special rates. |
| ” | ” | ” | 29 | after | assessments | add | of special crops. |
| ” | 120 | ” | 22 | ” | and | ” | the other. |
| ” | ” | Omit | note 3 | ||||
| ” | 127 | ” | 3 | for | nine stories in height | read | “of nine courts.” |
| ” | ” | ” | 4 | ” | “story” | ” | “court.” |
| ” | 148 | ” | 36 | ” | native | ” | Zemindar. |
| ” | 149 | ” | 12 | ” | Naṣrat | ” | Naṣíb. |
| ” | ” | ” | 14 | Omit | in | ||
| ” | ” | ” | 26 | after | the word although | add | disloyal at heart, yet for a time read the Khuṭbah in the name of His Majesty. |
| ” | 153 | ” | 7 | ” | land | read | paying the general bíghah rate. |
| ” | 239 | ” | 8 | Omit | turning | ||
| ” | 326 | ” | 1 | for | and | ” | to. |
| Page | 1 | line | 6 | for | Banákiti | read | Banákati. |
| ” | 10 | ” | 2 | ” | proferring | ” | proffering. |
| ” | 19n3 and | ||||||
| ” | 20n1 | ” | Montulca | ” | Montucla, | ||
| ” | 21 | ” | 14 | ” | dibra | ” | Libra. |
| ” | 24 | ” | 1 | ” | Akbár | ” | Akbar. |
| ” | 30 | line | 3 | ” | 9° | ” | 90° |
| ” | 32 | ” | 7 | ” | divide | ” | divided. |
| ” | ” | ” | 13 | ” | considerably | ” | considerable. |
| ” | 38 | ” | 2 | ” | Mercury | ” | Saturn. |
| ” | 42 | ” | 1 | ” | on | ” | in. |
| ” | 44 | ” | 27 | ” | 16 | ” | 13 |
| ” | ” | ” | 30 | ” | 27° | ” | 20° |
| ” | ” | ” | 32 | ” | 16 | ” | 13 |
| ” | ” | ” | 36 | ” | 16 | ” | 13 |
| ” | 45 | ” | 5 | ” | 32° | ” | 39° |
| ” | 47n | ” | 27 | ” | Maḳrísi | ” | Makrízí. |
| ” | 47n, etc. | ” | litoral | ” | littoral. | ||
| ” | 50n | ” | 34 | ” | Tabal | ” | Jabal. |
| ” | 51n | ” | 3 | ” | new | ” | near. |
| ” | ” | ” | 27 | ” | Mahariyah | ” | Mahriyah. |
| ” | 56n | ” | 46 | ” | See p. | ” | See p. 53. |
| ” | 69n | ” | 3 | ” | Vol. X | ” | Vol. II. |
| ” | 75n | ” | 27 & 32 | ” | Darkarat | ” | Daskarat. |
| ” | 76 | ” | 31 | ” | Aljazírí | ” | Aljazarí. |
| ” | 77 | ” | 3 | ” | Faraj | ” | Farj. |
| ” | 79n | ” | 11 | ” | Aram | ” | Arim. |
| ” | 80n | ” | 2 | ” | Ḳaṣur | ” | Ḳuṣúr. |
| ” | 80n | ” | 22 | ” | Muasil | ” | Mauṣil. |
| ” | 180n2 | ” | 8 | ” | happened | ” | happen. |
| ” | 194 | ” | 10 | ” | complete | ” | eastern (and omit the note). |
| ” | 198 | ” | 8 | ” | grew | ” | grow. |
| ” | 212n1 | ” | 4 | ” | 366 | ” | 1366. |
| ” | 255 | ” | 1 | ” | Kánún | ” | Ḳánún. |
| ” | 273 | ” | 1 | ” | Ḳalimah | ” | Kalimah. |
| ” | 305n1 | ” | 238 | ” | 298. | ||
| ” | 350n2 | ” | 13 | ” | Kạrani | ” | Ḳaran. |
| ” | 353 | ” | 18 | ” | Bishr al Ḥaji | ” | Bishr al Ḥáfí. |
| ” | 354n2 | ” | 7 | ” | Hukk | ” | Ḥaḳḳ. |
| ” | 367n1 | ” | 1 | ” | Bákharj | ” | Bákharz. |
In presenting the concluding Volume of the Áín-i-Akbari to the public, I may permit the prefatory remarks of its author to serve as its best introduction. The range and diversity of its subjects and the untiring industry which collected and marshalled, through the medium of an unfamiliar language, the many topics of information to their minutest details, treating of abstruse sciences, subtile philosophical problems, and the customs, social, political and religious of a different race and creed, will stand as an enduring monument of his learned and patient diligence. Comparing his work with the modern development of statistical science and our present accurate and exhaustive methods of tabulating the resources and summarising the extent of knowledge, the changes in the prevailing religious beliefs, in the laws, and in the administration of a state, and all that marks the relative, material and moral progress or decadence of a nation at any definite period, though there is much to be desired, his comprehensive and admirable survey yet merits the highest praise. He had intended to compare the Hindu systems of philosophy with those of Greece and Persia and to conclude the review with his own criticisms on the several merits of these schools, but he laboured under the disadvantage of unfamiliarity with Sanskrit and he had to take the statements of his Pandits tested through translations at second-hand. He found his Hindu informants, as he says, of a retrograde tendency, spinning like silk worms, a tissue round themselves, immeshed in their own opinions, conceding the attainment of truth to no other, while artfully insinuating their own views, till the difficulty of arriving at any correct exposition of their systems left him in a bewilderment of despair. How in later times his Brahman Pandit, succeeded in deluding Wilford, is related by that scholar when he announced the “distressful discovery” in his essay on the Sacred Isles of the West. Abul Fazl had the wit or good fortune to escape imposition and his description of the Nine Schools of Philosophy, has the merit of being, as far as it goes, scrupulously precise.
Sir W. Jones in his essay on the Musical modes of the Hindus, reproaches Muhammedan writers in general for the untrustworthiness of their renderings of a foreign author's meaning in their own versions. “My experience,” he says, “justifies me in pronouncing that the Moghols have no idea of accurate translation, and give that name to a mixture of gloss and text with a flimsy paraphrase of them both: that they are wholly unable, yet always pretend, to write Sanskrit words in Arabic letters: that a man who knows Hindus only from Persian books, does not know the Hindus; and that an European who follows the muddy rivulets of Muselman writers on India, instead of drinking from the pure fountain of Hindu learning, will be in perpetual danger of misleading himself and others. From the just severity of this censure, I except neither Abul Fazl nor his brother Faizí, nor Mohsan-i Fání, nor Mirzá Khán himself: and I speak of all four after an attentive perusal of their works.” This severe criticism was consequent on the perusal of a Persian book containing a minute account of Hindu literature in all or most of its branches, composed by ‘the very diligent and ingenious Mirzá Khán,’ who professed to have extracted his chapter on music with the assistance of Pandits from several Sanskrit treatises, among them the Sangítá Darpana of which a Persian translation existed. The experience of this eminent scholar was wide and profound and he never advanced an opinion without strong or at least plausible reasons in its support. It is natural to expect that historians of a dominant, proselytising and intolerant creed like that of Islám, who seldom spoke of the Hindus and their beliefs without consigning them to perdition, should be at little pains to understand the tenets they condemned as idolatry, and regarding them from the point of view of their professors, to set them forth in the dry light of calm philosophical inquiry. But this is what Abul Fazl and Muḥsan i Fání—to mention only these two—explicitly profess to have done, and Sir William Jones' sweeping censure may be tempered by his opinion of the latter writer in another passage of his works where he calls him a learned and accurate author. It is doubtful whether the MSS. of the Áín at that time available, allowed him to read the chapters on Hindu philosophy so as to judge of the fidelity of its exposition. He mentions Abul Fazl's name, to the best of my recollection, but once again in connection with the chapter on music, which he describes as superficial. No work of Abul Fazl's, nor any on Hindu philosophy appears in the catalogue of Oriental MSS. in his possession. Nevertheless his assurance must suffice, and to so brilliant an intellect and so omnivorous a reader who had read twice through the whole Sháhnámah and once the entire mystical poem of Jalálu'ddín Rúmí in manuscript; who had perused and translated innumerable other works on almost all branches of Eastern and Western literature, not to mention the works of, and five commentaries on, Confucius in Chinese, the additional volumes of Abul Fazl would have been of little account. To the charge of a vicious transliteration of Sanskrit terms into Arabic, all these writers, including the greater name of Albírúní, are more justly amenable, and I have occasionally pointed out in the notes to the text, the almost unintelligible form of Abul Fazl's transcripts. This was in a large measure due to ignorance of Sanskrit and the absence of any precise system of the phonetic representation of its letters. But when we observe even in modern times, the same fault among the Orientalists of the West and the vagaries of transliteration in Freytag, Weil, Hammer-Purgstall, De Guignes, D'Herbelot, Pococke, Ockley and a host of others, the reproach cannot be fairly pointed at Muhammedan writers alone. The difficulty was felt by Albírúní with a pathetic acknowledgment of the hopelessness of remedy. “Some of the consonants” he says (I employ Sachau's translation with some freedom), “of which the language is composed are neither identical with those of Arabic and Persian nor resemble them in any way. Our tongue and uvula can scarcely manage to pronounce them correctly, nor our ears distinguish them from similar sounds, nor can we transliterate them accurately. It is very difficult, therefore, to express an Indian word in our writing, for in order to fix the pronunciation we must change our orthographical points and signs, and must pronounce the case-endings either according to the common Arabic rules or according to special rules adapted for the purpose. Add to this, that the Indian scribes are careless and do not take pains to produce correct and well collated copies. In consequence, the highest results of the author's mental development are lost by their negligence, and his book becomes in the first or second copy so full of faults that the text appears as something entirely new. It will sufficiently illustrate the matter if we tell the reader, that we have sometimes written down a word from the mouth of Hindus, taking the greatest pains to fix its pronunciation, and that afterwards when we repeated it to them, they had great difficulty in recognising it.”
I have indicated at the beginning of the 2nd Volume (p. 2), the striking resemblance of a passage in the text to the opening of the third chapter of Albírúní's Chronology and suggested a plagiarism. After a careful study of both these authors, I am the more convinced that Abul Fazl borrowed the idea and arrangement of his work from his great predecessor. I have shown in his account of the Sarkár of Kábul instances of direct plagiarism from the Memoirs of Baber, and in his lives of Moslem Saints in the third Volume, verbatim extracts without acknowledgment from the Ṣúfic hagiography of Jámí. The same volume displays other examples, suggestive rather than definite, of his indebtedness to an author whom he never names. The difference between the two men in this particular is most remarkable. Albírúní's reading was far more extensive and scholarly. The Sanskrit sources of his chapters are almost always given, and Sachau's preface has a list of the many authors quoted by him on astronomy, chronology, geography, and astrology. He was also acquainted with Greek literature through Arabic translations, and in comparing its language and thought and those of Hindu metaphysics, selects his quotations from the Timœus and its commentator the Neo-Platonist Proclus, with judgment and rare ability. His list of Greek authors, among others, includes Aristotle, Johannes Grammaticus, Porphyry, Apollonius, Aratus, Galenus, and Ptolemy. Zoroastrian, Christian, Jewish, Manichean and Ṣúfí sources are indicated by him, and he rarely fails to record his authorities. With Abul Fazl it is the reverse. He rarely names them, and borrows from every side without scruple as without avowal. The difference in the manner of the two authors is not less conspicuous. Albírúní quotes freely from his authorities and where these seem to exaggerate or to be inaccurate, his citations are followed by some sharp brief commentary which gives a ceaseless interest to his pages. Especially is this the case where their assertions can be brought to the searching test of mathematics to which he subjected the data of Indian astronomers in his examination of their system. In this latter science, according to his own account, he stood preeminent, and on his visit to India he had to learn, as a pupil, their national and traditional methods, but after he had made some progress, he began to act the teacher and to show them the scientific methods of mathematics in general, and they flocked from all parts to hear him, wondering from what Hindu Master he had learnt these things, and giving him the epithet of “The Sea.” His treatment of these topics is throughout scholarly, showing extensive reading and precision of thought acquired by a study of the exact sciences. Abul Fazl, on the contrary, transcribes either from existing works or from oral communication. His compilation is extremely careful and carried out with the most laborious and marvellous exactitude, but it is unenlivened by those masterly criticisms which give Albírúní his unique position among Eastern writers. It is certain that Albírúní's India was made use of largely by several authors, among them al-Gardezí who re-produced his account of the ´Saka era, and Rashídu'ddín, who transferred the whole of Chapter xviii into his chronicle. (Cf. Sachau. Pref. xliii). I have no hesitation in adding to these two the name of Abul Fazl. The charge of plagiarism against an Eastern writer is too common to be offensive. Nearly all are obnoxious to a reproach of which apparently they are unconscious, as none prefers it against another. The prevalence of the custom may condone its laxity among ordinary writers, but the great reputation, the bold and independent mind of Abul Fazl commands and deserves a nobler estimation, and the practice is unworthy of his fame. It is remarkable that he had intended, as he says, to arrange the Hindu systems of philosophy in due order and to weigh them with those of the Grecian and Persian schools. Albírúní in his preface expresses the same intention, which he practically carried out, mentioning similar theories among the Greeks as well as the ideas of the Ṣúfís and of some one or other Christian sect, in order to show the relationship existing between them, and that in the pantheistic doctrine of the unity of God there is much in common between these systems. The coincidence strengthens the strong probability of Abul Fazl's use of Albírúní's work, but he wisely refrained from undertaking a task which, I suspect, was beyond him and would have indicated too plainly the source of his erudition.
When all is said, however, which a strict impartiality must weigh in counterpoise to his sterling merits, there remains ample justification for the high place held by this great work in the West as well as the East, and as a record of the extension of the Moghul empire of India under the greatest of its monarchs and the ability with which it was administered, it must always remain of permanent and fascinating interest. It crystallizes and records in brief, for all time, the state of Hindu learning, and besides its statistical utility, serves as an admirable treatise of reference on numerous branches of Brahmanical science and on the manners, beliefs, traditions, and indigenous lore, which for the most part still retain and will long continue their hold on the popular mind. Above all, as a register of the fiscal areas, the revenue settlements and changes introduced at various periods, the harvest returns, valuations and imposts throughout the provinces of the empire, its originality is as indisputable as its surpassing historical importance. The concluding account of the author and his family and the persecutions to which they were subjected will, perhaps, be read with as much interest as any other portion of the work. The wanderings from house to house and refuge to refuge, of his father, his brother Faizi and himself, are told with an unconscious humour which its figurative and florid style render irresistibly droll in the original, and no finer or more biting comment on the worth and constancy of Eastern friendships was ever penned than may be found running like figured threads through the woven picture of this inimitable narrative. The notes to the text form a sufficient comment on the subjects with which it deals, and dispense with a further notice of them in this place. As to the manner in which the original has been rendered into English, I have studied to fulfil the aim of the greatest among Roman orators in translating two of the most celebrated orations of the greatest among the Greeks; “in quibus non verbum pro verbo necesse habui reddere, sed genus omnium verborum vimque servavi.” The issue, whether in success or failure, rests with the judgment of my readers.
I cannot conclude without acknowledging my indebtedness to Mr. Rizḳu'llah Azzún, Professor of Arabic to the Board of Examiners, for the care he has bestowed upon the Index to this Volume at a time when my duties gave me little leisure for so onerous a task. Its exhaustive fulness, and its accuracy, will be gratefully recognised by all who use it, and by none more than myself whose work so largely profits by its utility.
| CALCUTTA, | H. S. JARRETT. |
| 17th May, 1894. |
PREFATORY REMARKS.
It has long been the ambitious desire of my heart to pass in review, to some extent, the general conditions of this vast country, and to record the opinions professed by the majority of the learned among the Hindus. I know not whether the love of my native land has been the attracting influence or exactness of historical research and genuine truthfulness of narrative, for Banákati,1 Ḥáfiz A´brú and other ancient chroniclers have indulged in vain imaginings and recorded stories that have no foundation in fact. Nor were the motives altogether these, but rather that when I had arisen from the close retirement of studious application and discovered somewhat of the ignorance and dissensions of men, I formed the design of establishing peace and promoting concord. My original desire now renewed its possession of me, but a multiplicity of occupations prevented its gratification until the turns of fate brought about the composition of this striking record which has already branched out into such numerous details. Although my pen had occupied itself with the description of the Súbahs and had briefly recorded the annals of Hindustan, and now that the ambition of my heart had attained the time of its realisation, not content with the information I had already acquired, I had recourse to the knowledge of others and set myself to gather instruction from men of true learning. As I was unfamiliar with the science of terms in the Sanskrit language and a competent interpreter was not available, the labour of repeated translations had to be undertaken, until by good fortune and my own steadfastness of purpose, my object was at length attained. It then became clear that the commonly received opinion that Hindus associate a plurality of gods with the One Supreme Being has not the full illumination of truth, for although with regard to some points and certain conclusions, there is room for controversy, yet the worship of one God and the profession of His Unity among this people appeared facts convincingly attested.2 It was indispensable in me, therefore, to bring into open evidence the system of philosophy, the degrees of self-discipline, and the gradations of rite and usage of this race in order that hostility towards them might abate, and the temporal sword be stayed awhile from the shedding of blood, that dissensions within and without be turned to peace and the thornbrake of strife and enmity bloom into a garden of concord. Assemblies for the discussion of arguments might then be formed and gatherings of science suitably convened.
Notwithstanding that at all periods of time, excellent resolutions and well-intentioned designs are to be witnessed and the extent of the world is never lacking in prudent men, why does misunderstanding arise and what are the causes of contention?
The First cause is the diversity of tongues and the misapprehension of mutual purposes, and thus the alloy of ill-will is introduced and the dust of discord arises.
Secondly, the distance that separates the learned of Hindustan from scientific men of other nationalities who thus are unable to meet, and if chance should bring them together, the need of an interpreter would preclude any practical result. An accomplished linguist capable of mastering the intricacies of science and the abstruse speculations of philosophy among various nations and competent to give them luminous and efficient expression, is very rare. Even at the present time, when through His Majesty's patronage of learning and his appreciation of merit, the erudite of all countries are assembled, and apply themselves with united effort in the pursuit of truth, so proficient a person is not to be found. Such as thirst after the sweet-waters of wisdom and who leaving their native land undertake the wanderings of travel and with diligent assiduity employ their energies in the acquisition of various languages, are indeed uncommon. It needs a seeker such as Anushirwán, who amidst the pomp of empire should yet search for the jewel of wisdom, and a minister like Buzurjmihr, void of envy, as his counsellor, and both king and minister combined, to discover a coadjutor so unique and one so upright and intelligent as the physician Barzawaih, and then to send him with abundant means disguised as a merchant to Hindustan in order that with this capital stock-in-trade he might obtain the interest of acquired wisdom; and again this sagacious personage, making no distinction between the absence or presence of his employers, must be diligent in his inquiries and succeed in the accomplishment of his desire through the frankness of his demeanour and his largesse of gold. Or the occasion would demand an indefatigable and lofty intellect like that of Ṭumṭum the Indian, who to receive the instruction of the divine philosopher Plato, passed from Hindustan into Greece and freighting his caravans with the requisites of travel, set himself to face the dangers of seas and deserts, and with the medicinal simples of wisdom perfected his spiritual health and the harmonious balance of his soul. Or a powerful mind and vigorous body such as Abu Maạshar of Balkh, enamoured of wisdom, who holding exile and his native country and toil and ease undissociated, travelled into India from Khorásán and garnered a store of knowledge at Benares and carried it as a gift of price to the learned of his own land.
Thirdly, the absorption of mankind in the delights of corporeal gratification, for men regard the absence of beauty in an object as placing it beyond the pale of existence and therefore not to be thought of as worth acquisition or productive of enjoyment. Their fastidiousness is averse from listening to accounts of foreign peoples even by way of apologue. And forasmuch as their moral obliquity refuses to lend an ear and the glitter of this deceptive world lets fall a veil of ignorance before their eyes, what must be their state and how may grace illumine for them the lamp of guidance.?
Fourthly, indolence. Men account what is ready to hand as more precious than the chance of future possession and prefer ease to exertion. They will not undertake the trouble of profound investigation, and content with a superficial view, will not move a span's length to acquire a deeper insight. He alone is the true promoter of wisdom who, setting before his resolve the investigation of the concealed beauties of meaning, under the guidance of assiduous research and undaunted desire, plants his foot in the dread wilds of research, and reaches the goal of his ambition undismayed by countless labours, sustaining the burden of the road by the force of capacity on the shoulders of his ever resolute will.
Fifthly, the blowing of the chill blast of inflexible custom and the low flicker of the lamp of wisdom. From immemorial time the exercise of inquiry has been restricted, and questioning and investigation have been regarded as precursors of infidelity. Whatever has been received from father, director, kindred, friend or neighbour, is considered as a deposit under Divine sanction and a malcontent is reproached with impiety or irreligion. Although the few among the intelligent of their generation admit the imbecility of this procedure in others, yet will they not stir one step in a practical direction themselves.
Sixthly, the uprising of the whirlwind of animosity and the storms of persecution have stayed the few earnest inquirers from uniting to discuss their individual tenets and from meeting in friendly assemblies in a spirit of sympathy, and from distinguishing3 commonalty of bond from vital estrangement, under the guidance of impartiality, in order that error may be severed from truth and the why and the wherefore weighed in the scales of sound judgment. Even just monarchs, unconscious of their obligations, have herein neglected them. Arrogance and self-interest have intervened and occasions of intercourse have been marred by perplexities. Some have taken refuge in silence; others have found evasion in obscurity of language, while others again have extricated themselves by time-serving utterances. If temporal rulers had interested themselves in this matter and assuaged the apprehensions of men, assuredly many enlightened persons would have delivered their real sentiments with calmness of mind and freedom of expression. Through the apathy of princes, each sect is bigoted to its own creed and dissensions have waxed high. Each one regarding his own persuasion as alone true, has set himself to the persecution of other worshippers of God, and the shedding of blood and the ruining of reputation have become symbols of religious orthodoxy. Were the eyes of the mind possessed of true vision, each individual would withdraw from this indiscriminating turmoil and attend rather to his own solicitudes than interfere in the concerns of others. Amidst such unseemly discord, main purposes are set aside and arguments disregarded. If the doctrine of an enemy be in itself good, why should hands be stained in the blood of its professors? and even were it otherwise, the sufferer from the malady of folly deserves commiseration, not hostility and the shedding of his blood.
Seventhly, the prosperity of wretches without principle who deceitfully win acceptance by affected virtue and rectitude. Such as these do much harm and truths are obscured through unrecognition.
Cease, Abul Fazal, cease! The manifestations of divine wrath are illimitable and infinite are the marvels of their record. Loose not thy hand from the cord of peace seized by thy good intention. Follow out thy long projected design. Though some of thy hearers will attain to wisdom and meet in rejoicing union, yet many will fall into sorrows and reap bewilderment. Thanks be to God that thou are not a hostage to the lament of ignorance nor the extoller of those that are in bonds.
BOUNDARIES OF HINDUSTAN
AND
A BRIEF DESCRIPTION THEREOF.
Hindustan is described as enclosed on the east, west and south by the ocean, but Ceylon, Achín, the Moluccas, Malacca and a considerable number of islands are accounted within its extent. To the north is a lofty range of mountains, part of which stretches along the uttermost limits of Hindustan, and its other extremity passes into Turkestan and Persia. An intermediate region lies between this and the vast frontiers1 of China, inhabited by various races, such as Kashmír, Great and Little Tibet, Kishtawár and others. This quarter may therefore be likened to another ocean. Withal its magnitude of extent and the mightiness of its empire it is unequalled in its climate, its rapid succession of harvests and the equable temperament of its people. Notwithstanding its vast size, it is cultivated throughout. You cannot accomplish a stage nor indeed travel a kos without meeting with populous towns and flourishing villages, nor without being gladdened by the sight of sweet-waters, delightful verdure and enchanting downs. In the autumn and throughout the depth of winter the plains are green and the trees in foliage. During the rainy season which extends from the close of the sun's stay in Gemini to his entry into the sign of Virgo2, the elasticity of the atmosphere is enough to transport the most dispirited and lend the vigour of youth to old age. Shall I praise the refulgence of its skies or the marvellous fertility of its soil? Shall I describe the constancy of its inhabitants or record their benevolence of mind? Shall I portray the beauty that charms the heart or sing of purity unstained? Shall I tell of heroic valour or weave romances of their vivacity of intellect and their lore? The inhabitants of this land are religious, affectionate, hospitable, genial and frank. They are fond of scientific pursuits, inclined to austerity of life, seekers after justice, contented, industrious, capable in affairs, loyal, truthful and constant. The true worth of this people shines most in the day of adversity and its soldiers know not retreat from the field. When the day is doubtful, they dismount from their steeds and resolutely put their lives to hazard, accounting the dishonour of flight more terrible than death, while some even disable their horses before entering the fight.
They are capable of mastering the difficulties of any subject in a short space of time and surpass their instructors, and to win the Divine favour they will spend body and soul and joyfully devote their lives thereunto. They one and all believe in the unity of God, and as to the reverence they pay to images of stone and wood and the like, which simpletons regard as idolatry, it is not so. The writer of these pages has exhaustively discussed the subject with many enlightened and upright men, and it became evident that these images of some chosen souls nearest in approach to the throne of God, are fashioned as aids to fix the mind and keep the thoughts from wandering, while the worship of God alone is required as indispensable. In all their ceremonial observances and usage they ever implore the favour of the world-illumining sun and regard the pure essence of the Supreme Being as transcending the idea of power in operation.
Brahma, of whom mention was formerly made,1 they hold to be the Creator; Vishnu, the Nourisher and Preserver; and Rudra, called also Mahadeva, the Destroyer. Some maintain that God who is without equal, manifested himself under these three divine forms, without thereby sullying the garment of His inviolate sanctity, as the Nazarenes hold of the Messiah. Others assert that these were human creatures exalted to these dignities through perfectness of worship, probity of thought and righteousness of deed. The godliness and self-discipline of this people is such as is rarely to be found in other lands.
They hold that the world had a beginning, and some are of opinion that it will have an end, as will be mentioned hereafter.
An astonishing circumstance is this, that if an alien wishes to enter the Brahman caste, they would not accept him and were one of these to adopt another religion and subsequently desire to revert to his own, he would not be suffered so to do save in case of his apostasy under compulsion. They have no slaves. When they go forth to battle or during an attack by an enemy, they collect all their women in one building, and surround it with wood and straw and oil, and place on guard some trusty relentless men, who set fire to it when those engaged in fight despair of life, and these chaste women vigilant of their honour are consumed to death with unflinching courage.
In times of distress, moreover, should any one, though unconnected by ties of intimacy, implore their protection, they are prompt to aid and grudge neither property, life nor reputation in his cause.
It was also the custom in former times for each warrior in battle to challenge a foe and to encounter none other than him.
The soil is for the most part arable and of such productive power that the same land is sown each year and in many places three harvests and more are taken in a single twelve-month and the vine bears fruit in its first year.
Mines of diamond, ruby, gold, silver, copper, lead and iron abound. The variety of its fruits and flowers proclaim its luxuriance. Its perfumes and melodies, its viands and raiment are choice and in profusion. Its elephants cannot be sufficiently praised, and in parts of the country the horses resemble Arabs in breed and the cattle are uncommonly fine. But for its lack of cooled water, its excessive heats, the scarcity of grapes, melons and carpets, and of camels it was open to the cavils of the experienced. His Majesty has remedied these deficiencies. Saltpetre is now extensively used for its cooling properties, and high and low appreciate the benefit of snow and ice brought down from the northern mountains. There is a slender fragrant root called khas,1 of which, under His Majesty's instructions, the fashion of constructing trellised chambers has come into vogue, and upon this if water be sprinkled, another winter arises amid the summer heats. Skilled hands from Turkestan and Persia under His Majesty's patronage, sowed melons and planted vines, and traders began to introduce in security the fruits of those countries, each in its season and with attention to their quality, which occasioned an abundance here when they were not procurable in their own. Through the favour of His Majesty, all products of art, and the manufacture of woollen and silken carpets and of brocades were extensively encouraged, and by means of the royal countenance so fine a breed of camels has been produced as to be equal to the dromedaries of Irák.
A summary view of India having been now given, I shall proceed with more particularity, still proffering but little out of much and recording one among a thousand details.
More than eighteen opinions on this point have been professed and extraordinary narratives put forward, and each describes a different genesis. It will be sufficient to mention three of them. The first is that God who has no equal, taking upon himself the form of man appeared under the special manifestation called Brahma already alluded to, and by his mere volition produced four sons, Sanak, Sanandan, Sanátan, and Sanatkumár. Each of these was commanded to engage in acts of creation, but lost in rapture of contemplation in the divine essence they neglected to comply. In anger, the Supreme being formed another design and came forth from his own forehead under another semblance and name as Mahádeva. His sublime immensity unfitted him for creative action. Ten1 other sons issued from his volition and then from his body he fashioned the forms of male and female. The former was called Manu and the latter Sata-rúpá. These two are the progenitors of mankind.
Secondly, it is maintained that God2 the Creator of the world, manifested himself under the form of a woman whom they call Mahá-Lachhmí. Three qualities are incorporated with her, Satva, Raja and Tama. When she willed to create the world, through the instrumentality of Tama, she manifested herself under another form which is called Mahá-Káli and also Mahá-Máyá. By her union with Satva, a further genesis proceeded called Saraswati, and at her command each brought forth a male and female and these two forms she herself inspired with life. Thus two beings were born of each. From Mahá-Lachhmí sprung Brahma under the form of a man, and Sri under the guise of a woman who is also called Sávitri. From Mahá-Káli, were brought forth Mahá-deva and Tri the latter of whom is also distinguished as Mahá-biddiya and Kámdhenu, and from Saraswati came forth Vishnu and Gauri. When these six forms took birth, Mahá-Lachhmí proceeded to their conjugal union, and joined Brahma with Tri, Gauri with Maha-deva, and Sri with Vishnu. The conjunction of Brahma and Tri produced an egg which Maha-deva divided into two parts,1 from one of which originated the devatas, daityas and the like supernatural beings; from the other, men, animals, and the vegetable and mineral worlds.
The Third opinion is accounted the most authentic. In the work called, Súrya-Siddhánta2 composed some hundreds of thousands of years ago, it is circumstantially related that towards the end of the Satya-yug, flourished the great Demon Maya. That sage was lost in astonishment at the wonders of creation, and confounded by his own ignorance, applied himself to a supplication of the sun to discover the mode in which creation was effected and passed some thousands of years in these entreaties and desires. After he had undergone surpassing trials, that bestower of radiance on the heavens and the earth appeared to him under a beautiful form and asked him what he desired. He said, “Draw back the veil from the marvels of the stars and the skies and from the mysteries of wisdom and illuminate the darkness of my understanding with the light of knowledge.” It was answered: “Thy desire shall be granted. In a certain shrine unite in spirit with me and a celestial being shall appear and instruct you in wisdom.” The seeker was comforted. He waited in expectation at the shrine appointed and near the close of the Satya-yug, the giver of his desire1 appeared. The sage entered into much questioning regarding the mysteries of heaven and earth and received replies that satisfied him. The questions and answers were compiled in one volume under the name of the Súrya Siddhánta, and to this day the astronomy, of entire Hindustán is based upon it. In this work the origin of creation is said to be from the Sun, which is regarded as a divine manifestation. The Almighty Creator of the world formed a hollow sphere of gold composed of two parts which he rendered luminous with somewhat of His own glory and it was called the Sun. The Sun produced the signs of the Zodiac and from the same source sprung the four Vedas, and afterwards the moon, the ethereal fluid, air, fire, water and earth, in this order. From the ether he produced Jupiter; from the air, Saturn; from fire, Mars; from water, Venus; and from the earth, Mercury. Through the ten portals of the human frame-work he brought various matter into being. The ten portals are thus numbered: the two eyes, the two ears, the nose, the mouth, the navel, the anterior and posterior foramina, and the tenth, the crown of the head, which last is closed. It opens, however, at the time of death in some of those who are about to quit life and body, and this is considered singularly auspicious. His Majesty has increased the number of portals by the two breasts, and counts the number as twelve. After a long course the human race became of four kinds as shall be presently related.
The Hindu philosophers maintain that the elements have a spherical
form2
and they have added Ether3
to the number. They hold it to pervade
all things and that no space is void of it. They do not incline to the notion
of a celestial substance (
They are as follows:—
| 1. | Mésha. | 1. | Aries. |
| 2. | Vrisha. | 2. | Taurus. |
| 3. | Mithuna. | 3. | Gemini. |
| 4. | Karkaṭa. | 4. | Cancer. |
| 5. | Siṅnha. | 5. | Leo. |
| 6. | Kanyá.2 | 6. | Virgo. |
| 7. | Tulá. | 7. | Libra. |
| 8. | Vrischika. | 8. | Scorpio. |
| 9. | Dhanu. | 9. | Sagittarius. |
| 10. | Makara.3 | 10. | Capricornus. |
| 11. | Kumbha. | 11. | Aquarius. |
| 12. | Mína. | 12. | Pisces. |
The Persian, Egyptian and Greek sages affirm the existence of a colourness
body which is transparent and is not subject to growth, increase,
decrease, disruption, conjunction nor dissolution, neither does it admit of
tenuity nor density nor generation nor decay. It is not compounded of
bodies variously organised, neither is it affected by heat, cold, moisture,
nor dryness, nor can lightness or gravity be predicated of it. It possesses
life and continuity of existence, and is not subject to desire or anger. It
is called “asmán.”1
The general opinion is that the Universe (
The Hindu philosophers acknowledge the existence of the planets and fixed stars, but assert that their substance is of water2 congealed like hail, and that they receive their light from the sun. Others maintain that it is from the moon, and that these luminous bodies dominate the aspects of fortune. They also hold the connection of a celestial spirit with each. Some suppose the stars to be human beings, who by suppressing the emotions of anger and desire, and by mortification and moral beauty of life, have reached this exalted eminence.
Saníchar1 is Saturn (Saturday). Brihaspati is Jupiter (Thursday). Maṇgal is Mars (Tuesday). Aditya, the Sun (Sunday). The Hindus have more than a thousand names for the sun. His Majesty knows by heart the whole of these and uses them in his prayers, but the name Súraj is the one in common use among all classes. ´Sukra is Venus (Friday). Budh is Mercury (Wednesday). Soma is the Moon (Monday).
Each of these planets has several names, and each day of the week has a special connection with and is named after its planet, with the addition of the word ‘wár.’ Thus, Sunday which begins the week is called Aditya-wár; Monday, Soma-wár; Tuesday, Mangal-wár; Wednesday, Budhwár; Thursday, Brihaspati-wár; Friday, ´Sukra-wár; Saturday, Sanicharwár.
This is a round gong of mixed metal,2 shaped like a griddle but thicker, made of different sizes; and suspended by a cord. It may be not sounded except by royal command, and accompanies the royal equipage.
The Hindu philosophers divide the day and night into four parts, each of which they call pahr. Throughout the greater part of the country, the pahr never exceeds nine gharis1 nor is less than six. The ghari is the sixtieth part of a nychthemeron, and is divided into sixty parts, each of which is called a pal which is again subdivided into sixty bipal.
In order to ascertain and indicate the time, a vessel of copper or other metal is made of a hundred ṭánks2 weight. In Persian it is called pingán, as an ancient sage sings,
Why reck'st thou of a world whose span
A clepsydra doth mete to man?3
It is in the shape of a bowl narrower at the lower part, twelve fingers in height and breadth. A perforation is made below to admit of a golden tube being passed through of the weight of one Máshá, and in length the breadth of five fingers. It is placed in a basin of pure water in a place undisturbed by the wind. When the bowl is full of water, one ghari is elapsed,4 and in order that this should be known to far and near, the gong is struck once, and for the second time, twice, and so on. When a pahr has elapsed, the number of gharis expired therein is first sounded and then more deliberately from one to four (according to the pahr), thus announcing the pahr struck. Thus when it is two pahr, (twelve o'clock), the gong is struck twenty-six times, taking the pahr at eight gharis. The Emperor Baber in his Memoirs writes: “When at the end of a pahr a certain number of gharis had elapsed, this number was sounded while the pahr just expired was unknown. I ordered that the number of the pahr should be repeated after a brief interval.” The Hindu philosophers account 360 breathings of a man in good health as a ghaṛí of time, and each is formed of six inspirations and respirations, of which 21,600 are drawn in the course of a nychthemeron.
The first is the Earth, over which is Water, but not encompassing it entirely. Above this is Fire, towards its northern extremity shaped like a myrobalan. Above this again is the Air, but its concave surface is not spherical. The Air is of nine kinds. Bhúváyu, is the atmosphere extending up to the height of forty-seven kos from the globe of the earth. It is volatile in every direction and is the region wherein rain, thunder and lightning take their origin. Avaha is the air from the last-mentioned body to the moon. Pravaha, from the second to Mercury. Udvaha from the third to Venus. Saṃvaha, from the fourth to the Sun. Suvaha, from the fifth to Mars. Parivaha, from the sixth to Jupiter. Parávaha, from the seventh to Saturn. Pravahánila, from the eight to the fixed stars. Day and night are formed by the revolution of this wind, with a movement from east to west, the other seven winds reversing this order of motion.1 But their more authoritative opinion is that those seven form the Pravahánila, and are named after the seven planets and all revolve from east to west.2 Their knowledge does not extend beyond the fixed stars. Ether transcends all other spheres and is unfathomable.
The mean motions of the planets which they call Madhyama differ from the Greek reckoning in the seconds and thirds. Thus, in a nychthemeron extending from midnight to midnight, the Súrya-Siddhánta gives the following calculations.
| Degrees. | Minutes. | Seconds. | Thirds. | |
| Moon | 13 | 10 | 34 | 53 |
| Mercury | 0 | 59 | 8 | 10 |
| Venus | ||||
| Sun | ||||
| Mars | 0 | 31 | 26 | 28 |
| Jupiter | 0 | 4 | 59 | 9 |
| Saturn | 0 | 2 | 0 | 23 |
According to the Greeks.
| Degrees. | Minutes. | Seconds. | Thirds. | |
| Moon | 35 | 2 | ||
| Mercury | 19 | |||
| Venus | ||||
| Sun | ||||
| Mars | 27 | 40 | ||
| Jupiter | 16 | |||
| Saturn | 35 |
The motion of the Planets is considered of their essence and is of equal velocity in all. When calculated in kos their rate of motion is said to be 11,858 yojana1 and 3 kos in the space of a nychthemeron, and their direction is from west to east. The difference in their periods arises from the greater or less extent of their orbits, the superior being greater than those lower in position.
The progression of the fixed stars they consider to be somewhat similar to that of the planets, but differing from the Greeks, they assert that with regard to the Lunar stations, there is a motion of 54 seconds1 in one year, or one degree in 66 years and 8 months. They2 compute that the asterisms advance 273 degrees from the beginning of Aries, or according to another calculation, having advanced 24 degrees, they have a retrograde motion till they reach the 28th degree of Pisces whence they return to Aries, and the same movement re-commences. The Ursa Major which is called in Sanskrit Sapta-ṛishi4 (the seven Sages) has a precession in one year of 17 seconds, 47 thirds from west to east, or one degree in 200 years and 6 months, and accomplishes its revolution. One sect considers the operation of these forces to depend solely on the power of the Almighty.
The ancient Greeks, including Aristotle, were ignorant of the motion
of the fixed stars and Hipparchus observed a few1
with a motion from
east to west in the Zodiac, but he was unable to calculate their dimensions.
Ptolemy determined the motion of the stars in longitude to be one
degree in a hundred solar years. Ibn A´ạlam and others reckoned sixty.
The observations of Naṣír'uddín Ṭúsi agree with this last, but Muhyi'ddín
Maghrabi2
and a number of experts at the same observatory discovered
that Aldebaran, the Heart of Scorpio (
| The Planets. | Yojanas. | Kroh. |
| Moon | 324,000 | . |
| Mercury | 1,043,207 | 3 |
| Venus | 2,664,636 | 2 and a fraction |
| Sun | 4,331,500 | a fraction |
| Mars | 8,146,908 | 3 |
| Jupiter | 51,375,764 | 1 |
| Saturn | 127,668,255 | 2 less a fraction |
| Fixed Stars | 259,890,012 | . |
| Ether, beyond which the sun's rays do not traverse | 18,712,080,864,000,000 | . |
The minutes of the diameters of each of the planets bear a proportionate ratio to the minutes of their circumference.1
| 3 | Mustard seeds | make one. | Barley corn. |
| 8 | Barley corns | Digit. | |
| 24 | Digits | Cubit (Dast). | |
| 4 | Cubits | Daṇḍ. | |
| 2000 | Daṇḍ | Kos. | |
| 4 | Kos. | Yojana. |
Each of these is called Nakshatra, and they are 27 in number, severally divided into 13 degrees and 20 minutes.
| Asterisms. | No of stars. | Asterisms. | No. of stars. | ||
| 1. | Aświní ( |
3 | 15. | Swáti ( |
1 |
| 2. | Bharaṇí (Musca) | 3 | 16. | Viśákhá ( |
4 |
| 3. | Kṛittiká ( |
6 | 17. | Anurádhá ( |
4 |
| 4. | Rohiṇi ( |
5 | 18. | Jyeshṭhá ( |
3 |
| 5. | Mṛigaśira ( |
3 | 19. | Múla ( |
11 |
| 6. | A´rdrá ( |
1 | 20. | Púrvásháḍhá ( |
4 |
| 7. | Punarvasu ( |
4 | 21. | Uttarásháḍhá ( |
3 |
| 8. | Pushya ( |
3 | 22. | Abhijit ( |
|
| 9. | Aślesha ( |
5 | 23. | ´Sravaṇa ( |
3 |
| 10. | Maghá ( |
5 | 24. | Dhanishṭhá ( |
4 |
| 11. | Púrvá-phálguní ( |
2 | 25. | ´Satabhishá ( |
|
| 12. | Uttará-phálguní ( |
2 | 26. | Púrvabhadrapadá ( |
|
| 13. | Hastá ( |
5 | 27. | Uttarabhadrapadá ( |
|
| 14. | Chitrá ( |
1 | 28. | Revatí ( |
|
Note. I have taken the stars from Bapu Deva's translation of the Súrya-Siddhánta.
Altogether 221 stars. The moon never tarries in any one station more than 65½ ghaṛís or less than 54½.
Three degrees and twenty minutes of the 21st Nakshatra to 48' of the 22° Nakshatra have, for certain purposes, been separately designated Abhijit.1
The Greeks reckoned 28 Lunar Stations and assigned 12 degrees, 51 minutes and 26 seconds to each. They are as follows.2
| Names of the Lunar Stations. | No. of Stars. | Magnitudes. | |
| 1. | Al Sharaṭán ( |
2 | 3rd. |
| 2. | Al Buṭain ( |
3 | 5th. |
| 3. | Al Thurayya (Pleiades) | 6 | 5th. |
| 4. | Aldabarán ( |
1 | 1st. |
| 5. | Al Hakạah ( |
3 | nebular.3 |
| 6. | Al Hanạah ( |
2 | 3rd and 4th. |
| 7. | Al Dhiráạ ( |
2 | 2nd. |
| 8. | Al Nathrah (Præsepe ( |
2 | 4th. |
| 9. | Al Ṭarfah (the eye of Leo; two close together, one belonging to Leo, the other to the stars outside the figure of Cancer) | 2 | 4th. |
| 10. | Al Jabhah ( |
4 | one of the 4th. |
| 11. | Al Zubrah ( |
2 | 2nd. |
| 12. | Al Ṣarfah ( |
1 | 1st. |
| 13. | Al Awwá ( |
5 | 3rd. |
| 14. | Al Simák (ul Aạza)4 (Spica) | 1 | 1st. |
| 15. | Al Ghafr5
( |
3 | 4th. |
| 16. | Al Zubáná ( |
2 | 2nd. |
| 17. | Al Iklíl ( |
3 | 4th. |
| 18. | Al Ḳalb ( |
1 | 2nd. |
| 19. | Al Shaulah ( |
2 | 2nd. |
| 20. | Al Nạáím ( |
4 | 3rd. |
| 21. | Al Baldah, a blank circular space of the heavens1 | . | . |
| 22. | Saạd Al Dhábiḥ ( |
2 | 3rd. |
| 23. | Saạd-Bulaạ ( |
2 | 3rd and 4th. |
| 24. | (Saạd) Al Suúd ( |
2 or 3 | 3rd and 5th. |
| 25. | (Saạd) Al Akhbíyah ( |
4 | 3rd. |
| 26. | Muḳaddam (Alfargh al Awwal ( |
2 | 2nd. |
| 27. | Muakkhar (Alfaragh Altháni) ( |
2 | 2nd. |
| 28. | Rashá (Baṭn Alhúṭ) ( |
1 | 3rd. |
In all 66 or 67 stars.
In the following table will be found various particulars regarding the Planets.
[The form is given but the particulars are wanting in all the MSS.
The entries were probably left to be made at a later time, and either forgotten
or the information was never obtained. The details were the
diameters and dimensions of the planets and their distances from the
earth's centre in farsakhs and yojanas according to the Hindus, to Ptolemy
and to modern astronomers, but as Albirúni observes, the Hindu astronomers
themselves are not agreed in their computations. Pulisa reckons
the diameter of the earth as 1,600 yojanas, and its circumference as 5026
The Hindu philosophers reckon seven magnitudes as follows:—
| Magnitudes. | Minutes. | Seconds. | Yojanas. | Kos. | Danḍ. | Cubit. | Digit. |
| Diameter of the 1st | 7 | 30 | 90,239 | 2 | 700 | . | . |
| ” ” 2nd | 6 | 15 | 75,199 | 2 | 1,250 | . | . |
| ” ” 3rd | 5 | 30 | 66,175 | 2 | 1,580 | . | . |
| ” ” 4th | 4 | 0 | 48,127 | 3 | 238 | 2 | 2 |
| ” ” 5th | 3 | 0 | 36,095 | 0 | 678 | 3 | 13 |
| ” ” 6th | 2 | 0 | 24,063 | 3 | 1,119 | 1 | 1 |
| ” ” 7th | 1 | 0 | 12,031 | 3 | 1,559 | 2 | 12 |
The Greeks mention six. The first they call the greatest (Akbar) and the sixth, the least (Asghar), and each comprised three degrees, the great, the mean and the less, each more important in proportion to its degree.1 The intervals of the hexade were measured by sixths. Some supposed that a diameter of a star of the 1st magnitude was six times the diameter of the smallest; but a manifest error occurred in calculating the volumes and distances intervening, by concluding that the volume of a mean star of the 1st magnitude must therefore be six times larger than the volume of a star of the 6th magnitude. But Euclid has demonstrated in the last proposition of the 12th Book of the Elements, that circles are to one another as the squares on their diameters, that is, if the ratio of one diameter to another be one-half or less, there will be three times the ratio between the spheres. For instance, if the diameter of one sphere be half the diameter of another, the smaller sphere will be ½ of ½ of ½ or ⅛ of the larger; and if the diameter be ⅓, the smaller sphere will be ⅓ of ⅓ of ⅓ or ½7 of the larger, and so on. Therefore, if the case be as those have conjectured, the volume of a star of the 1st magnitude will be greater than that of one of the 6th by a very considerable difference.
The largest of the fixed stars that have been observed, is 222 times, and the smallest of them twenty-three times as large as the earth. From their multitude they cannot be numbered, but the position of 10222 has been fixed. Of these—
| 15 | are of the | 1st | Magnitude. | 474 | are of the | 4th | Magnitude. |
| 45 | ” ” | 2nd | ” | 217 | ” ” | 5th | ” |
| 208 | ” ” | 3rd | ” | 49 | ” ” | 6th | ” |
There are besides, 14 whose magnitudes are not catalogued, nine of which are obscure and five nebular. This is the theory of Ptolemy. According to Abdúl Raḥmán-b-Omar al Ṣúfi,’1
| 37 | are of the | 2nd | magnitude |
| 200 | ” ” | 3rd | ” |
| 421 | ” ” | 4th | ” |
| 267 | ” ” | 5th | ” |
| 70 | ” ” | 6th | ” |
| and four nebular. | |||
The Earth is spherical and its centre is the centre of the Universe.
The elevations and depressions caused by the action of water or violence of
the winds do not affect its spheroidity. Its circumference is 5,059 yojana,2
2 kos, 1,154 daṇḍ. The ancient Greeks reckoned the circumference to be
8,000 farsakh3
and its diameter 2,545
The Hindu philosophers have the following rule for determining
the diameter and circumference To find the circumference. Multiply the
given diameter which they call biyáṇs4
by the multiplier 3,927 termed
guṇit,5
and divide the product by the divisor 1,250 called bhág;6
and the
quotient, labdhi7
will be the circumference.8
To find the diameter. Multiply
the given circumference by 1,250 the former divisor, and divide the
product by 3,927, the former multiplier, and the quotient will be the
diameter. The rule of Archimedes as given in Greek works, is accepted
by the Hindus in the same manner, as an approximate calculation. The
gist of the rule is that the relation of the diameter to the circumference is
the ratio of 7: 22, or about thrice the diameter and one-seventh. Any
given diameter is multiplied by 22, and divided by 7, the quotient being
the circumference. Again the circumference multiplied by 7 and divided
by 22 gives the diameter. The fraction, however, is really less than
Now the method of ascertaining the diameter of the (earth's) circumference was after this manner. On a level plain by means of instruments like the astrolabe, the armillary sphere or the quadrant of altitude, taking the elevation of the north pole of the Equinoctial, they proceed northwards, or southwards on the meridian line guided by the astrolabe, and raise the vertical indices above the plane of the circle so that they cover one another. And thus a distance is traversed which exceeds, or is less than the elevation above-mentioned by one degree. If the advance be to the north, it will increase; if to the south, the reverse. The distance from beginning to end is measured and the result forms a degree. Thus the circumference is found.
The ancients by this operation found the degree to be 22 farsakh and
Also on a level plain at sunrise they regulate the course of ghaṛís by means of the Siktajantra which is an instrument like an hour-glass, measured for 60 ghaṛís. With this they walk eastwards. After 84 yojanas and a fraction, there is a difference of one ghaṛí and the day advanced by that time.4 This multiplied by 60 gives the circumference of the Earth.
The Hindu philosophers describe the terraqueous globe as comprising seven insular continents and seven seas, the whole area of land and sea measuring1 7,957,750 yojanas.
1. Jambu Dwípa2 is an island surrounded by the ocean, and is the habitation of the human race and the greater part of the animal creation. They consider it together with half the ocean, as equal to a half of the whole globe. The breadth of the ocean is 130 yojanas, and the breadth of the island is 1,265 yojanas, of which 65 are water, and the superficial area of this island with the sea is 3,978,875 yojanas, of which 417,360 are water. They say that in the centre of the Earth is a mountain of gold like an axis, and that part of it which with reference to Jambu Dwípa is above the Earth, is called Suméru and is 84,000 yojanas high. They believe that the degrees of paradise are on its summit and around its sides. It is said to be the same depth below the surface, and this is known as Baḍwánal and extraordinary fables are told of it. This is the account of the fanatical traditionists of this people, but the learned among them, like the Greeks, do not admit of a height over 2⅓ farsakh.
2. Sháka-dwípa: half the sea bounds it on one side, and its superficial extent is 427,424 yojanas. Beyond this is a sea of milk, of 801,097 yojanas.
3. Shálmali Dwípa; 320,120 yojanas. Beyond this is a sea of curds, of 633,553 yojanas.
4. Kusha Dwípa: 286,749 yojanas. Beyond this is a sea of butter, of 459,792 yojanas.
5. Krauncha Dwípa: 181,684 yojanas. The sea beyond is the juice of sugarcane, of 250,504 yojanas.
6. Gomedaka Dwípa: 86,580 yojanas. The sea beyond is of wine, of 71,648 yojanas.
7. Pushkara Dwípa: 14,204 yojanas. Beyond is the sea of sweet water, of 28,160 yojanas.
The breadth of each sea is 130 yojanas, and the breadth of each island, 70 yojanas. In these six last Dwípas, are located the degrees of the lower regions. The seven seas measure together 3,079,474 yojanas and the dry land 4,878,278 yojanas.
The habitation of men and animals extends to the 53rd degree of latitude, being 728 yojanas.
The legends regarding the six islands being beyond the limits of credibility, I put them aside and confine myself to a few particulars regarding Jambu.
Dividing the ocean, at each of the four cardinal directions with relation to the equatorial line, stands a city whose fenced walls are of bricks of gold. 1. Yamakóṭi. The earth's longitude is reckoned from this, but in the Greek treatises the Hindu canon is said to be based (as 0° of longitude) on Gangdizh,1 the Greeks being really unaware from what point their longitude was taken. 2. Lanka.1 3. Siddhapúra. 4. Romaka. Each of these is distant 90 degrees from its neighbour and 180° from that which is opposite to it. The mountain Suméru is distant 90° from each. The northern sides of these lie under the equinoctial circle which in Sanskrit is called Vishavad-vṛitta.2 This circle passes over the zenith of the inhabitants of these four cities, and the sun twice in the year reaches the zenith, and day and night throughout the year are nearly equal. The greatest altitude of the sun is 90.° His progression is from Lanka to Romaka, from thence to Siddhapúra, continuing to Yamakoṭi and back to Lanka. When the sun is in the meridian of Yamakoṭi, it is sunrise at Lanka, sunset at Siddhapúra, and midnight at Romaka, and when it is midday in Lanka, it rises at Romaka, sets at Yamakoṭi, and is midnight at Siddhapúra. When he is in the meridian of Romaka, it is sunrise at Siddhapúra, sunset at Lanka and midnight at Yamakoṭi. When in the meridian of Siddhapúra, the sun rises at Yamakoṭi, sets at Romaka and it is midnight at Lanka. There is a difference of 15 ghaṛis between each of these four places.
Again, north of Lanka towards Suméru there are said to be three mountains: Himáchala,3 Hemakúṭa and Nishadha. These three mountains in this order stretch across from the shore of the eastern sea to the western quarter. From Siddhapúra to Suméru also are three other ranges. ´Sṛinga-vanta, ´Sukla, and Níla. There is another mountain between Yamakoṭi and Suméru, called Mályavanta adjoining Nishadha and Níla, and another between Romaka and Suméru called Gandhamádana whose extremes meet the same two ranges.
Extraordinary are the legends regarding these mountains which cannot here be particularised, but something shall be set down of the region between Lanka and Himáchala, and a little stand exemplar for much. This intervening country is called Bhárata-khaṇḍa. Bhárata was a mighty sovereign and this tract was named after him. From Lanka to Himáchala which is 52 degrees, the country is inhabited, the settlements being particularly frequent up to the 48th degree, and less so through the remaining four, on account of the extreme cold.
According to their supposition a celestial degree is equal to 14 yojanas on earth; the whole fifty-two degrees therefore are 728 yojanas which they consider to represent the habitable world. Between Himáchala and Hemakúṭa lies Kinnara-khaṇḍa comprising 12 degrees of latitude. Between Hemakúṭa and Nishadha is Harikhaṇḍa comprising the same number of degrees. Between Siddhapúra and ´Sṛinga-vanta is Kuru-khaṇḍa occupying 52 degrees. Between ´Sṛinga-vanta and Shukla lies Hiraṇmaya-khaṇḍ with 12 degrees of latitude, the whole of which is of gold. Between Shukla and Níla is the tract called Ramyaka-khaṇḍa comprising the same number of degrees of latitude, and between Yamakoṭi and Mályavanta is Bhadráśva-khaṇḍa with an extent of 76°. Intermediate between Gandhamádana and Romaka is Ketumála of 76°. Between Mályavanta, Gandhamádana, Nishadha and Níla is Ilávṛita and extends 14° on each quarter.1 The superficial measurement of these nine divisions is said to be equal, though the breadth of some is less than that of others.
On the four sides of Suméru are four other mountains; that on the side of Yamakoṭi is called Mandara; that towards Lanka, Sugandha Parvata; on the Romaka quarter, Vipula, and towards Siddhapúra, Supárśva. The height of each is 18,000 yojanas.
The nine divisions of Jambu-dwípa having been recorded, I now proceed to relate some particulars of the first division, Bhárata-khaṇḍa. Between Lanka and Himáchala are said to be seven mountain ranges, extending from east to west and smaller than the former ranges. These are, Mahendra, ´Sukti, Malaya, Ṛiksha, Páriyátra, Sahya, Vindhyá.2
The tract between Lanka and Mahendra is called Indra-khaṇḍa; between it and ´Sukti, Kaser; between ´Sukti and Malaya, Támravarṇa; between Malaya and Ṛiksha, Gabhasti-mat; between Ṛiksha and Páriyátra, Nágkhaṇḍa; between Páriyátra and Sahya, Saumyakhaṇḍa. The tract between Sahya and Vindhyá is divided in two parts, the eastern of which is called Kumára-khaṇḍa, and the western Váruṇa-khaṇḍa3.
The upper half of the globe would be represented by the accompanying plate.
The Hindus also divide the world into three regions. The upper is named Swar-loka, where the good receive the reward of their virtuous life. The middle region is Bhúr-loka, which is the abode of mankind. The lower is called Pátál-loka, where the wicked receive the punishment of their evil deeds.
The religious teachers of this creed conceive the world to be a superficies divided into fourteen parts. Seven superior, viz., Bhúr-loka, Swar-loka, Mahar-loka, Jana-loka, Tapo-loka and Satya-loka; and the same number inferior, Atala, Sutala, Vitala, Talátala, Mahátala, Rasátala, and Pátala.1 They relate extraordinary legends regarding the inhabitants of each region which cannot be inserted in a summary narrative.
This people also speak of seven seas and seven islands (dwípas), and nine divisions of Jambu-dwípa, but there is considerable diversity in their order, extent and other particulars; as for instance, the mountain Suméru is reckoned to be 84,000 yojanas above ground, and 32,000 in breadth and 16,000 below the surface of the earth and the same in breadth. The habitable earth is not confined, they think, only to Bháratakhaṇḍa nor even to Jambu-dwípa. They say that beyond the ocean there is a land of gold2 which is the abode of men. Their duration of life extends to a thousand years, neither more nor less. Sickness and grief come not nigh them, neither have they fear nor greed nor ignorance. They follow not evil speaking nor jealousy nor calumny and live in peace, in rectitude and in charity. They lose not the vigour of youth, neither are they invaded by weakness or decrepitude. They are of the same creed and race and have no distinction of food or clothing, and their wishes are gratified without toil. Of the other islands in like manner are wonderful legends told which the ordinary rigid formalist would not admit to a hearing, but do not surprise the adoring believer in Divine Omnipotence.
They also divide Kumárakhaṇḍa into two parts. The country where the black antelope is not found they call Mlechchha-deś,3 and regard it with contempt and unworthy of existence. The region where that animal is indigenous is called Jag-deś, and it is subdivided into four parts. 1 A´ryavarta, bounded on the east and west by the ocean, and north and south by two mountain ranges of Hindustán: 2 Madhya-deś, to the east of which is Illahábás and to the west the river Vinásá, twenty-five kós from Thanesar, and bounded to the north and south by the same ranges. 3 Brahmarikhdeś (Brahmarshi), comprises five places: 1, Thanesar and its dependencies; 2, Bairáth (var. Pairáth); 3, Kampila (var. Kanílah), 4, Mathura; 5, Kanauj. 4 Brahmávarta, the fertile tract between the Sarsuti (Saraswati) and Rákasi (Drishadwati) rivers.
The Hindus term longitude lambana, and make it consist of 180°, after
the manner of the Greeks. They reckon its beginning (as 0° of longitude)
from Yamakoṭi in the farthest east, apparently because following the movement
of night and day, the nearest point to its origin is selected. The
Greeks reckon from the Islands of the Blest. There are six1
islands of the
western ocean formerly inhabited, but now submerged beneath the sea.
From their delightful climate, their choice production of fruits and flowers
and the luxuriance of their vegetation, they were accounted a paradise.
Men call them the Eternal Islands (
To find the longitude; at the first meridian or a place whose longitude is known, observe the exact time of the occultation of light in a lunar eclipse, its duration and initial or total reappearance, and let a similar observation be made at the place whose unknown longitude is required. If the time be the same on both, their longitude will be the same. If the time be later at the place required, the city is more to the eastward.1 The difference of the times of observation is taken, and an excess in the number of degrees over the place whose longitude is known, is allotted on the calculation of six degrees for every ghaṛí and fifteen degrees for every hour, reckoning 4 minutes to the degree.2 If the time be earlier, the city is more westerly and the calculation is the reverse of that for the east. According to the system of the Hindu astronomers who begin their reckoning of longitude from the east, in the first instance, the number of degrees will diminish, and in the second case, increase.
This is called by the Hindus Aksha. It is reckoned from Lanka and carried to the 52nd degree of latitude. All within this region is populous, but less so up to 14° further (north) on account of the severity of the cold. The Greeks reckon their latitude from the equator, and as their circle passes through Lanka, there is no discrepancy and the result is the same. The latitude of a place is an arc extending from the equator between the meridian of the place, and its upper intersection with the equinoctial. In short it is the distance of the meridian of the city from the equinoctial, and that is the degree of the elevation of the pole (above the horizon of the place).
To find the latitude.3 Take the altitude of a (circumpolar) star that is constantly visible, and ascertain its highest and lowest points of ascension Subtract the lesser from the greater and add half the remainder to the lesser, or subtract it from the greater. The result of this process of addition and subtraction gives the latitude of the place. Or
During either equinox, take the altitude of the sun at noon. Subtract this from 90° and the remainder is the latitude of the place. Or
When the sun enters the first of Cancer, take its greatest altitude and subtract its total declination. The remainder will give the co-latitude. Subtract this from 90° and the remainder gives the latitude of the place.
Every place whose longitude is less than 90° is called west longitude, and greater than 90° east longitude. According to the Hindus it is the reverse. Every place whose latitude is less than 33°, is south, and greater than 33°, north latitude.1
In order to ascertain the (times of) wordly events, at the sun's first
entry into Aries, they observe its rising at Lanka, and finding the horoscope,
they assemble to determine the calculation and this they call Lankúdaya
Lagna.2
The oblique ascension is used to determine the relative conditions
of any particular place, and is called Nagr-udaya Lagna. The Greeks
observe this system, but they have two ascendens or horoscopes, one at the
extreme east to ascertain the circumstances of one hemisphere and the
second at the cupola of the earth which is the means of discovering the
conditions of the other. They consider that as the circle of the meridian
cuts the globe of the earth, it appears as a circle on its circumference and
intersects the equatorial line. The point of intersection (Lanka) is called
the cupola or the centre of the earth. Some suppose the cupola to be in
the middle of the
A brief description of the cosmogony according to the strange theories of Hindu sages having been given, I here note some particulars of the system of the Greeks to relieve the dryness of this exposition.
There are nine integral1 heavens. 1. The greatest heaven, called also the crystalline, whose revolution is the cause of night and day. 2. The heaven of the fixed stars. 3. The heaven of Saturn. 4. The heaven of Jupiter. 5. The heaven of Mars. 6. The heaven of the Sun. 7. The heaven of Venus. 8. The heaven of Mercury. 9. The heaven of the Moon. There are besides fifteen minor spheres. Again, the elemental spheres1 are nine in number.
The first is of Fire: its convex adjoins the concave of the sphere of the moon.
The second, of Air: of this there are four strata, viz., 1. volatilised where the fluid is permeated by vapour, for the ascending vapours do not reach this point but become dissipated. It is here that comets, Zodiacal light,2 luminous streams and meteors and the like have their origin. The Hindus regard them all as astral bodies of which they number a thousand kinds, and believe that they are always in existence but only occasionally visible:3 2. predominant, where the shooting stars are observed: 3. boreal, which is a vaporous wind and extremely cold in which clouds, lightning, thunder and thunderbolts take their rise: 4. dense, and this adjoins the spheres of Water and Earth.
The third, of Water: this surrounds the earth and from the effect of light and contact with earth, does not retain its original purity and thus waters varying in sweet, saline, clear, and turbid qualities spring from the soil and are diverse in their scantiness, excess, limpidity and density.
The fourth, Earth: this according to their notions lies in three strata
(
Some writers blindly following traditional lore hold that the Earth like the heavens consists of seven vaults, and another school believes that the heavens overshadow them all, and that each earth is surrounded by a mountain, as the mountain of Ḳáf1 surrounds this habitable world. They also assert that the earths are of gold, and ruby and the like. Some pretend that beyond Ḳáf there are seventy regions of gold, followed by as many of musk and imagine similar extraordinary strata. Though fable may create a hundred other such fancies, no proof can substantiate them.
The equinoctial is a great circle, the two poles whereof are the two poles of the earth. The one which is in the direction of Ursa Minor called also Banát u'n Naạsh, is the north pole. The constellation of the Kid2 is adjacent to it. The other is the south pole.3 When the sun passes over this circle, night and day are of equal length in all places, either actually or approximately, and this occurs in the first of Aries and Libra. From this imaginary circle being drawn upon the concave surface of the magnus orbis, a great circle is delineated upon the earth which divides it into two-halves north and south, the periphery being called the equatorial line where night and day are always equal.
The horizon is of two kinds, the real and the sensible, and the latter is to be understood in two ways. The first is a circle parallel to the real horizon and contiguous to the surface of the earth. The second is a circle which divides the visible portion of the sphere from the invisible, and this horizon is also called the visible, the radial and the horizon of vision. The zenith and nadir are its two poles, which vary with the spectator and his position. The real horizon is a great circle, having the same two poles, and the distance of the first sensible horizon from the real, is half the earth's diameter, and by this the real horizon is obtained.1 And as the equatorîal line divides the earth into two halves, the northern and the southern, the circle of the real horizon divides those two halves again into two, an upper and a lower. Thus by these two circles, the earth is apportioned into four quarters, an upper and lower northern, and similar southern divisions. The Greeks supposed the northern quarter only to be above water, but they have determined this by no proof. Its creation was assigned to the power of the Sun, in order that animal life to which breathing is a necessity, might secure the capacity to exist and the wondrous power of human speech become manifest. Through the force of the celestial light and the accretional properties of matter in the upper regions, and by the action of the winds and the commotion of the seas, lofty mountains and marvellous configurations of hills and profound abysses were produced. And because the tendency of water is to flow downwards and the earth thereby becomes viscous, the fermentation of heat and the disintegrating process of time caused the rise of mountainous ranges.
When the sun culminates in the northern signs of the ecliptic from Aries to Virgo, its lowest declination from the equator will necessarily occur in the southern signs. From Libra to Pisces are the signs culminating in the winter solstice. At this time1 the sun is nearest the sphere of the earth and the warmth is excessive, the heat absorbing moisture as may be witnessed by experiment with a lamp. The solstice continues in the same sign during 2,100 years and the entire revolution is made in 25,200 years, one-half of this period being occupied in the northern and the other in the southern signs.1 It is now in the 3rd degree of Cancer and the opposite solstitial point is in the same degree of Capricorn. It is this ecliptic movement that has caused the northern quarter of the globe to become terra firma. Its superficial area, according to the ancients, is 5,090,000 and according to the moderns 3,678,233½ farsakh. The rule to find this is to multiply the diameter by ¼ of the circumference and the product will be the measurement of the quarter of the globe,2 or divide the superficial area of the whole globe by 4 and the quotient gives the area of the quarter. There is a difference of opinion as to whether the quarter of the globe was created terra firma or became so at a later period. The majority incline to the latter belief from the consideration of the proximity of the solstitial points. They affirm that the whole of the fourth part of the globe was terra firma, but that now a great part of it is submerged such as the Eternal Islands, Greece and other places.
The
Ancient traditions relate that Alexander after his conquest of the northern quarter of the globe, desiring to obtain some information of the remaining quarters and of the seas thereof, named several bold and scientific explorers for this duty, and supplying them, confident in their providential mission in the pursuit of knowledge, with six months' provisions, embarked them in a sea-going vessel. After sailing day and night, through the period mentioned, they fell in with some vessels, but from diversity of tongues they were unable to understand each others' intentions. A fight ensued and Alexander's party was victorious. With some of the captives they intermarried. The children of these marriages spoke the languages of both their parents and from these nurslings of life it was discovered that a certain prince had despatched this band also with the same object, and after a three months' continuous sail the encounter had taken place. But this account is disputed.2 In other ancient writings it is related that Alexander sent out a party of scientific men thorougly proficient in the knowledge of various languages, on an expedition by sea with provisions for three years. They were instructed to sail eastwards for a period of a year and a half towards the rising places of the stars, and then to return and relate their experiences. This party after sailing the appointed time reached a flourishing coast and they learnt that they had penetrated to the country of Bactria. Alexander for a time appointed some of his ministers to the government of this province.
At the present day, those of more exact information declare that the south is inhabited in the same way as the north. Of late years the Europeans have discovered an extensive and populous insular continent which they have called the New World. Some shattered vessels had been here driven ashore. A man mounted on horseback was seen by the inhabitants. Mistaking the man and his horse for a single animal they were overcome by fear and the country fell an easy capture.
The learned have divided the
There are two reasons given for the selection of seven as this number. The first is that ancient sages have verified by experience that each tract of superficial area was specially connected with one of the planets, as for instance, the first climate with Saturn. For this reason the inhabitants of that zone generally are dark-skinned, curly-haired, long-lived and indolent in action. The second climate, according to the Persians, had an affinity with Jupiter, but according to the Romans, with the Sun. The third climate, in the opinion of the former, with Mars, in that of the latter, with Mercury. The fourth, with the Sun, as the first mentioned suppose, but with Jupiter according to the second opinion. Both concur in ascribing the fifth to Venus. The sixth is allotted by the first to Mercury, by the second to the Moon. The seventh, the former connect with the Moon, the latter with Mars. The second opinion is that in former ages a single monarch ruled the whole habitable earth. With far-seeing and prudent policy he divided it severally among his seven sons.
The word climate may be taken in two senses,1 viz., the ordinary sense in which men commonly speak of a tract of country as a climate, such as Rome, Turán, Irán and Hindustán; and the true signification already explained. In the latter meaning India is an aggregate of the first, second, third and fourth climates.
The beginning of the first climate is defined by general opinion to be north of the equator. Its latitude according to accurate information is 12° 42' 2" 39'". Its longest day is 12 hours and 45 minutes. Its centre has a location according to concurrent testimony, where its longest day is 13 hours. Its latitude is 16° 37' 30". Twenty large mountains and thirty considerable rivers are comprised in it, and its population are generally black in colour.
The beginning of the second climate has a latitude of 20° 31' 17" 58'". Its longest day consists of 13 hours, fifteen minutes. The longest day at its centre is 13 hours, 30 minutes. Its latitude is 24° 40'. It includes 27 mountains and 27 rivers. The colour of the inhabitants of this zone is between black and wheat colour.
The beginning of the third climate has a latitude of 27° 34' 3" 33'". Its longest day is 13 hours, 45 minutes. Its day at the centre is of 14 hours and the latitude 30° 40'. It comprises 33 mountains and 22 rivers, and its inhabitants are generally of a wheat colour.
The beginning of the fourth climate has a latitude of 33° 43' 17" 36'". Its longest day, 14 hours, 15 minutes. At the centre the longest day is of 14 hours, 30 minutes. Lat. 36° 22'. It includes 25 mountains and 22 rivers; the colour of its inhabitants is between wheat colour and a fair skin.
The beginning of the fifth climate is in Lat. 39° 0' 19" 5'". Longest day, 14 hours, 45 minutes. Longest day at centre, 15 hours. Lat. 41° 15'. Colour of inhabitants fair. Has 30 mountains and 15 rivers.
The beginning of the sixth climate is in Lat. 43° 29' 58" 8'". Longest day, 15 hours, 15 minutes. Longest day at centre, 15 hours, 30 minutes. Lat. 45° 21'. Has 11 mountains 40 rivers. Colour of inhabitants fair inclining to tawny and with tawny hair.
The beginning of the seventh climate is in Lat. 47° 58' 59" 17'". Longest day, 15 hours, 45 minutes. Longest day at centre, 16 hours. Lat. 48° 52'. Its mountains and rivers as in the sixth climate. Colour of inhabitants ruddy and white. Its extreme parallel according to general opinion is in Lat. 50° 31' 31" 54'". The longest day 16 hours, 15 minutes.
The differences in latitude of these climates are determined by the increase of half an hour in the length of the longest day. From the last parallel to the furthest inhabited point is not included in a climate on account of the paucity of its inhabitants. Some suppose the northernmost parallel of the seventh climate to be the extreme of the habitable world. According to others, the parallel of 50° 20' is inhabited, but they do not include it in this climate; and there is an island called Thule in Lat. 63°. From the severity of the cold the inhabitants pass their days in heated chambers. In Lat. 63° 30' is habitable land the dwellers wherein are Scythians as recorded by Ptolemy. In Lat. 66° a tract has been discovered the inhabitants of which resemble wild animals, as mentioned by him in the Geographia. The remaining portion of the quarter of the globe is according to some, a tenantless waste, while others regard it as simply unknown country. In Lat. 54° and a fraction, the longest day is 17 hours; in Lat. 58°, 18 hours; in Lat. 61°, 19 hours; in Lat. 63°, 20 hours; in Lat. 64° 30', 21 hours; in Lat. 65° and a fraction, 22 hours; and in 66° 23 hours, and in the latitude, equal to the complement of the sun's greatest declination from the ??uator, 24 hours. In Lat. 67° the day increases by one month, in Lat. 70°, 1¾ months; in Lat. 73° 30', three months; in Lat. 78° 30', four months; in Lat. 84°, five months, and in the Lat. 90° which is the extremity of the earth, the day is said to be of six months, and the other six months is night. But it is more correct to say that a year is one nycthemeron. If the day be reckoned from sunrise to sunset, the day there would be seven nycthemera longer than the nights, but if it be calculated from the dawn of light and the disappearance of the fixed stars, to the occultation of light and the reappearance of the stars, the day there would be seven months and seven days and the remainder (of the year) night. Again if the day be counted from the dawn of morning to the evanescence of twilight, this day would be of nine months and seventeen days and the complement of the year would be the night.1
To lend an interest to this work a table of the various climates with other details is here introduced.
Tables for the ascertainment of the Longitudes and Latitudes of places of the inhabited quarter of the globe from the Latitude of the Equator, according to the learned, especially of places beyond the limits of the seven climates to the 60th degree of Latitude.
| NAMES OF PLACES. | LONGITUDE. | LATITUDE. | NOTES. | ||
| D. | M. | D. | M. | ||
| The Equator | 12 | . | . | . | The lat. is taken at 12° N. of the true Equator. V. p. 66. |
| The Island of Ṭirúfái | 12 | 35 | 15 | . | |
| Shore of the Atlantic | 11 | . | . | . | |
| Island of Ḳumbulah (Madagascar. | 21 | . | 8 | . | Ḳumr, according to Yaḳút AbulFeda. gives Ḳunbalah. Geog. II, III, 127. Guyard. |
| Sinus Avalites | 12 | 30 | 8 | 25 | The Gulf of Aden. |
| Ghánah, gold mines, a town in the Sondán. | 30 | . | 10 | . | Said by Ibn Sayd to be on the Niger, gold dust exported. M. Cooley in his Negroland, p. 44 locates it near Timbuctoo. Abul Fed. Geog. Reinaud II, 1, 21. |
| SOUTH OF THE EQUATOR. | |||||
| Kúkú | 44 | . | 10 | 15 | On its W. Ghanah: on the E. Kanem, probably Gogo. Abul F. Geog. II. I. Guyard. |
| Sofálah of the Zanj country | 52 | . | 2 | 30 | In the Mozambique country, S. of the Zambesi. |
| Middle of the Lake of Koura. | 68 | . | 4 | . | According to the Resm Al Mamour, its centre is placed in 53°½ Lon. Lat. zero. Left bank 52° Lon. right bank 54°. Ibn Sayd makes the Egyptian Nile flow out of its N. quarter, the Nile of Madakshon from the E. and the Nile of Ghanah (Niger) from the W. On its E. and S. a mountain called Almaksam. Reinaud, Abul F. II, I. |
| Jími on the Nile | 63 | 15 | 9 | 11 | The text has the min. of Lat. 401.! According to Ibn Sayd, it is in 53° Lon. Lat. 9° 3'—capital of Kanem country and called by Makrízí, Aldjema. Reinaud Geog. Abulf, II. I. |
| Saharta | 64 | . | 6 | . | A dist. of Abyssinia, Lon 54° Lat. 5°, but the 1st climate of Ibn Sayd begins from the Equator and terminates at 16° 27' N. Lat. See Reinaud ibid for a dissertation on this tract. |
| Jarmi, capital of Abyssinia | 65 | . | . | 6 | Probably Júmi, identified with Axum, formerly Axuma. Rein. ibid. |
| Zagháwah | 66 | . | . | 2 | The Lon. varies from 54° to 60° and the Lat. from 1° to 11½ in three tables given by Abulf. The people of Zagháwah are subject to the Kanem and their country is 20 marches from Dongola, marked in K. Johnston S. of new Dongola. |
| Hadyah | 66 | . | 2 | . | Lon. 57° 3' N. Lat. 7°, a town of Abyssinia S. of Vefat or Aufat, Reinaud, ibid. The latter name De Sacy makes synon. with Jabart common to whole country of Zeylah. Chrest. Arab, I. 457. |
| Zailah | 71 | . | 8 | . | Ibn Sayd 66° Lon. 10° 55' N. Lat. Kanunu'l Mumtanih and Kitáb-u'l Atwal. 61° —the port is well-known. |
| Makdishú | 72 | . | 2 | . | Now called Magadoxo on the littoral below Somali land. |
| Aden | 76 | . | 11 | . | |
| Barbera | 78 | . | 6 | 30 | In the Gulf of Aden. |
| Sinus Adulicus | 12 | 15 | 12 | 30 | |
| Shibám, capital of Haḍramaut. | 81 | 15 | 12 | 30 | |
| Mirbáṭ, between Haḍramaut and Omán. | 82 | . | 12 | . | It is situate in the litoral of El Shehr and is the port of Dhafar. The mountains of Dhafar are famed for the incense produced there. |
| Island of Serandíp (Ceylon). | 130 | . | 12 | . | Aṭwál and Ḳánún, Lon. 12° Lat. 10°. |
| Island of Socoṭra, of India | Caret. | Aṭwál, Lon. 74° 30', Lat. 13°. Ḳánún Lon. 66° 30', Lat. 9°. Abulf. Lon. 74° 30'. Lat. 9°. | |||
| Mountains of Ḳámerún produces Lignum Aloes. | 130 | . | 10 | . | According to Reinaud (Introd. Abulf. ccclxxxvii.) this is Kamrúp in Assam, called by the Arabs Camroun and famous for its aloes. (See p. 125, Vol. II, Ain. Akb.) The Easterns, like Ptolemy, brought the whole of India and Malacca in proximity with the Equator, Reinaud, Abulf. II, I. The incredibility of this location with a difference of 2 deg. between Ceylon and Kámrup, made Gladwin take this for Cape Comorin; but I have little doubt that the Kamerún Mts. opposite to the Is. of Fernando Po are here meant. |
| Island of Lámri, of India produces the wood baḳḳam. | 130 | . | 9 | . | The Lambri of Marco Polo. (Rein. II. I. 131). Bakkam is the Caesalpinia found in most parts of India of which Roxb. gives 18 kinds. It is a kind of Brazil wood. |
| Island of Kalah, of India | 140 | . | 8 | . | Called by Abulf. the port of all the
regions between Oman and China.
Exports tin called by its name, i. e.,
kalại, which Reinaud says may be from
the Malay |
| Island of Maháráj, of India | 150 | . | 1 | . | A large island in the Green Sea (Indian Ocean). Abulf. II, II, 132. Ibn Said says that the Mahárájah are in clusters of numerous islands, the largest of which is the seat of royalty, most probably Borneo. The Arabs extended India as far as the Java Archipelago, V. Reinaud I, cccxxxi. |
| Yamakoṭi | 176 | . | 5 | . | See Vol. II, p. 13, and Vol. III, p. 29. |
| Sila, in China | 180 | . | 8 | 5 | Extreme of Eastern China. Abulf. Reinaud II, II, p. 124; according to Reinaud, the Corea. |
| Gangdizh, on the shore of the Eastern Sea. | 180 | . | . | . | See p. 29 Vol. III. |
| Iram, “adorned with lofty pillars” (Kurán 89), said to be in Yemen. | . | . | . | . | See Sale's Koran for the story of this paradise of Shaddád b. Aád. It was said to have been fashioned after the paradise of Adam, with walls of gold and columns of ruby and emerald. Ibn Khaldún brushes the fable aside with his usual common sense. |
| THE FIRST CLIMATE. | |||||
| Shore of the Ocean ( |
20 | . | 16 | 31 | See p. |
| Island of Mádúnah | 23 | . | 36 | 27 | Perhaps Madura off Java. McCrindle, 241. |
| Amállṭu var. Amánṭu | 28 | 5 | 20 | 14 | |
| Barisá | 32 | . | 20 | 35 | According to Abulf. a considerable town of Takrour, north of the Niger. Edrísi mentions it as a village formed by some nomad clan, ten days march north of the Lemlem country. Rein. II. I. There is also a Berisa on the Red Sea below Port Mornington. |
| Island of Súli | 38 | 30 | 28 | . | I find mention of only one Súli, a village watered by the An Nahrouán canal from the Tigris, Abulf II, 70. |
| Island of Sawákin | 58 | 30 | 17 | . | Jazirah signifies not only an island, but a peninsula or tract from which the sea has retired. Ibn Baṭúṭah II, 161, 162, describes his landing here from Jeddah on his way to Yemen. |
| Turrah | 49 | 20 | 19 | 40 | A small town in Africa. This is all Yáḳúṭ's information, and no other work I have seen gives even as much. |
| Dunḳulah (Dongola) | 68 | . | 14 | 33 | |
| Tịiz in Yemen | caret. | Abu'l Akúl, Lon. 64° 30', Lat. 13°. Ibn Sayd Lon. 70°, Lat. 14° 30', by induction Lon. 65° 30', Lat. 13° 40'. A castle in the mountains dominating the coast; residence of the princes of Yemen. Abulf. II. I, 121. It is called Ḥisn Tiz. See also Niebuhr Desc. de l'Arab, p. 209. | |||
| Darḳalah | 68 | 40 | 14 | 30 | The proximity of location of this and the Dongola above, suggests the inference that these represent Old and New Dongola which in the map appear to be 60 or 70 miles apart. |
| Bajah, (Beja) of the Berber country. | 65 | . | 14 | . | This must refer to the El Beja between the Shatt Meldir and Shatt Gharnis in the province of Constantine as the Bájah or Bejah W. of Tunis occurs in the 3rd Climate. Abulfeda places this, according to the Aṭwal, in Lon. 55° N. Lat. 2°, and adds that it is beyond the 1st Climate in the Berbera country. |
| Buldarah, in the Súdan | 68 | . | 17 | . | |
| Island of Dahlak | 71 | . | 14 | . | See p. 121, Vol. II, n. 4. This island is well-known. |
| Márib, of Yemen | 78 | . | 14 | . | Capital of the Tobbas of Yemen, now in
ruins. It is situated at the extremity
of the Haḍramaut chain. Here was
the famous Sadd or Dyke of the Himyarite
Arabs. Niebuhr call it the principal
town of Jauf ( |
| Mahjam, of Yemen | 74 | 45 | 16 | . | A small fortified town on the frontier between Tehámah and Yemen. Nuzhat-u'l Mushták, p. 29. It is 3 days distance from the following name. Abulf. II. I. 120. |
| Zabíd. ditto. | 74 | 20 | 14 | 10 | On the Tehámah of Yemen, its principal maritime port according to Albirúni, but its port is a place called Ghelfeca at a distance, in varying accounts, from 15 to 40 miles, Abulf. It is marked in the maps. |
| Hiṣn Dimlaut do. | 74 | 40 | 14 | 5 | Dumluat, according to Yáḳúṭ, N. of Aden in the Yemen hills, proverbial for its strength, v. Abulf. |
| Sharjah, of Yemen | 74 | 40 | 16 | 50 | A small town in Yemen at a little distance from the sea. |
| Janad, ditto | 75 | 30 | 14 | 33 | North of Ḥisn. Tịiz, half a day's march. Here is a mosqne built by Mạáz b. Jabal, one of the companions of Muḥammad who died of the plague in Syria, A. H. 19. Abulf. 123. |
| Jublah, ditto | 74 | 30 | 18 | 30 | Between Aden and Sanạá, in the mountains; it is E. of Tịiz and a little to the north. Abulf. 122. |
| Ḥiṣn Bạdán ditto | 75 | 30 | 38 | 40 | A township in Yemen. Yáḳúṭ See Niebuhr. Desc. de l'Arab, p. 208. |
| Najrán of Yemen | 76 | . | 19 | . | Territory occupied by the Hamdán tribe, 10 marches from Sanạá. Abulf. v. Niebuhr. p. 238. |
| Ṣanạá, capital of Yemen | 76 | . | 14 | 30 | |
| Ḍamár in Yemen | 70 | . | 38 | 30 | In the Aṭwál, Lon. 67, Lat. 13° 30', in the Ḳánún, Lon. 66°, Lat. 14° 20', 16 parasangs from Ḍhafár. |
| Sirrain do. | 76 | 47 | 20 | . | The min. of Lon. in the text are wrong. There are two places of this name. One on the sea-shore near Mekka, and the other one of the dependencies of Ṣanạá; the latter is meant. v. Niebuhr, 238. |
| Ḥali-ibn-Yáḳúb do. | 70 | 20 | 18 | 30 | Deg. of Lat. omitted in text, 19 parasangs, S. of Sirrain. Abulf. |
| Khaiwán do. | 70 | 21 | 15 | 20 | Formerly residence of the Himyarite kings. The ruins of an ancient palace still to be seen. Abulf. II, I, 128. Niebuhr, 229 Yáḳút. |
| Ṣạdah do. | 70 | 20 | 16 | . | 16 parasangs from Ṣanạá, a flourishing town. Abulf. 128. |
| Ḍhafár do. | 70 | 30 | 18 | 20 | Yáḳúṭ gives Lon. 78°, Lat. 15° and says there are two of the name, one near Ṯanạá, a seat of the Hiniyarite kings; the other, well-known on the shore of the Arabian Sea on El Shehr. |
| Jurash, a town of Omán on the sea coast. | 70 | 50 | 17 | . | Yáḳúṭ and Abulf. place it in Yemen, abounding in palm trees, its staple manufacture the dressing of leather. |
| Ṣuhár in Oman | 84 | . | 19 | 20 | Well-known, on the sea coast of Omán. |
| Extremity of the province of Mahrah in Yemen. | 85 | . | 16 | . | In the Aṭwal, Lon. 73° Lat. 16°, a dependancy of Yemen, their language apparently the Himyarite dialect, famous for its camels called Mahriyah, though other accounts say that the name is from a chief of a tribe, called Mahrah son of Haydán. Abulf. 138, Yáḳúṭ confirms the latter derivation. He gives the Lon. 64° and Lat. 27° 30' and says that a month's journey separates it from Omán and Haḍramaut. A camel of Mahrah is mentioned in the 19 Assembly of Al Ḥaríri. |
| Island of Ránij in the Indian Ocean. | 104 | . | 15 | . | Properly, Lábij. These islands are probably those of the Java Archipelago, and are the same as those called Maharáj above-mentioned. Abulf. Guyard II, II, 126, and Index to Lábij. |
| Tánah on the Indian Ocean | 102 | . | 19 | 20 | Thanah, Bombay. |
| Mạbar in India | 102 | . | 17 | 20 | Coromandel. Ibn Saíd gives the Lon. 142°. Abulf. II, II, 121. |
| Kaulam in India, here pepper and brazil wood in great abundance. | 102 | . | 18 | 30 | Ibn Said. Lon. 132°, Lat. 12°. Aṭwál, Lon. 110°, Lat. 13° 30'. This is Quilon in the Travancore State; the Coilum of Marco Polo: besides pepper and brazil wood, celebrated for the ginger known as Columbine in the middle ages. I. G. |
| Zaitún on the frontier of China. | 154 | . | 17 | 6 | Tseou thoung or Tsiuan-tcheou. Abulf. II, II, 123. It was visited by Ibn. Baṭúṭah (IV, 269) called by the translators Thsiuan-tchou-fou. |
| Súfárah, China | 104 | 55 | 19 | 20 | There are but two of this name in Abulf., one in Africa below Zanzibar, the other in India, a flourishing part known for its good fisheries and pearls, five marches from Sindán. |
| Sindán in China | 114 | 20 | 19 | 50 | In Abulf. another reading is said to be Sindápur, placed by one authority at 3 day's march from Tánah on the frontier between Guzerat and Malabar. Another account places it within its 15 parasangs of Manṣúrah. Yáḳúṭ places it between Daybul and Manṣúrah. |
| Khánḳú in China | 150 | . | 14 | . | This is on the Hang-tcheou. Abulf. II, II, Guyard, but the Lon. is 162°, according to the Kanún and Aṭwál. |
| Khánjú do. | 162 | . | 14 | . | According to Abulf. both these towns are situated on the river, as the Arabs believed that all the rivers of China were ramifications of a single stream. If this be the Yang-tsze-kiang, the towns of Hangkow and Hwang-choo seem to answer this description, as Abulf. says that Tájah (Taichow) is to E. of Khanjow. Their identification is not attempted by Guyard. |
| Sandábil in China, a city of the first magnitude. | Caret. | Not mentioned by Abulf., but this is evidently a corruption of Khán-báligh a well-known name of Pekin already mentioned in Vol. II, p. 118, see De. Guig. Hist. des. Huns. III, 147. Yáḳúṭ describes Sandábil in terms that leave no doubt as to its identity. It is the Cambalu of Marco Polo. | |||
| Samandán | . | . | . | . | |
| Alláḳi, said by some to be in the 2nd climate. | . | . | . | . | The Aṭwál gives the Lon. 58°, Lat. 26°, Kanún, 55°, Lat. 27°. Ibn Sayd., Lon. 63°, Lat. 20°, 3'; a town in the Beja country on the Red Sea litoral. The mountain of Alláḳi contains a gold mine. It is 12 marches E. of Assouán. See D'Herbelot. |
| Sofálah of India, here is found a bird that talks better than a parriot. | . | . | . | . | Of this town Gildemeister says, (De Reb. Indicis, p. 45). “Huc pertinet urbs Sufára de cujus situ omnis interiit memoria; ex sola nominum serie colligi potest eam Barog (Broach?), et Tanam quarendam. “The Taḳwímu'l Buldán gives the name only and confesses ignorance of its situation. McCrindle says that Dr. Burgess has satisfactorily identified it with Supara, 6 miles north of Bassein. It figured largely in the controversy on the situation of Ophir, being almost identical with that name when it assumes, as it often does, an initial S. becoming Sophara as in the Septuagint and Sofir the Coptic name for India. |
| Shahnaj | . | . | . | . | The text suggests Shanjú. |
| Káa, between Oman and Haḍramaut | . | . | . | . | Mentioned by Yáḳúṭ as a pilgrim's station on the road to Mecca after leaving Aḳabah. |
| Lanjúyah, a large island near the Zanj country, the vine here bears thrice a year. | . | . | . | . | Lánjuyah, according to Yáḳúṭ is a large island capital of the Zanj kingdom frequented by ships from every port, now deserted, the inhabitants who are Muslims having moved to another island called Tambatu. He also mentions the fruitfulness of its vines. This is the island of Zanzibar, which in Custs' map (modern Languages of Africa) is marked Ungujah. |
| Alanjah one of the towns of north Africa, has an emerald mine. | . | . | . | . | I find no other trace of this name, but it is again referred to under the 2nd Climate as an emerald mine. The Nuzhat ul Mushtáḳ says that near Assouan south of the Nile, there is a mountain with an emerald mine and this gem is found alone here. |
| Shílá (or Shablā) | . | . | . | . | A district called Shilha is marked in Cust's map of North Africa opposite the Canaries and stretches towards the Mediterranean. |
| Ḳulzum on the Red Sea litoral. | . | . | . | . | The ancient Clysma. See Niebuhr Desc. de l'Arab. p. 357. Abulf. gives the location according to the Atwal. Lon. 54° 15' Lal. 29° 30' Kánún, Lon. 56° 30' Lat. 28° 20' and places it in the 3rd Climate. |
| Bakíl in Yemen, here a tree grows from which they extract a poison. | . | . | . | . | The text has Bakbal, which is an error. Niebuhr (p. 225) treats of the allied clans of Hashid and Bakíl at some length and gives their romantic origin. Yáḳúṭ speaks of this tree without naming it and says it is as much or more prized and guarded by the people there than the balsam by the Egyptians. It was in special request for removing crowned heads and the chiefs of the Bani Najah and their ministers are distinguished by having been the frequent subjects of experiment as to the deadly effects of its poison. |
| Kạárah | . | . | . | . | A village in Yemen, in the neighbourhood of Ḍamar. Yáḳúṭ. |
| Takrúr | Name of a town, capital of a district of the same; the Lon. 17° Lat. 3° 30'. Ibn Sayd. Situated on the banks of the Niger. D'Herbelot places it to the W. of and 2 days' journey from Sálah on the same river and 140 days' journey from Sejelmásah now Tafilet. The Takrúr country corresponds, according to Reinaud, with the region of which Timbuctoo is the principal town. | ||||
| Rámani | . | . | . | . | Yáḳúṭ gives a village of this name two leagues distant from Bokhara, now in ruins. Reinaud mentions an island called Alramni said to be near Ceylon which produced elephants and brazil wood and inhabited by cannibals, said by Abn Zayd to be among the Zabij islands, i. e., Java Archipelago. Geog. Abulf. I. CDVI. |
| Ḳalhát, in Yemen | . | . | . | . | A port on the coast of Oman, visited by ships from India and one of its best towns, not older than the 5th century of the Hijra, Yáḳúṭ. It is marked in Niebuhr's map of Oman p. 265. Desc. de l'Arab. |
| Muạllá, in Yemen | . | . | . | . | A small town of Ḥijáz. Yáḳúṭ. |
| Madinat-u't-Ṭayyib, in Yemen. | . | . | . | . | Medínah is mentioned by Niebuhr as
applied to Sanạa in Yemen, but I do
not find the following epithet. Sanạa
has already been given and the Medinah
|
| Sahar, in Yemen | . | . | . | . | Niebuhr gives the name with a different
spelling |
See Vol. II, pp. 33 and 36 for this and the following name.
↩This is confirmed by Colebrooke. “The real doctrine of the Indian Scripture is the unity of the Deity, in whom the universe is comprehended; and the seeming polytheism which it exhibits, offers the elements and the stars and planets as gods. The three principal manifestations of the divinity, with other personified attributes and energies, and most of the other gods of Hindu mythology, are indicated in the Veda. But the worship of deified heroes is no part of the system: nor are the incarnations of deities suggested in any portion of the text which I have yet seen, though such are sometimes hinted at by commentators.” H. H. Wilson in commenting on this passage admits that the worship of the Vedas is for the most part domestic, addressed to unreal presences and not to visible types, and not idolatry. Vishnu. P. Pref. ii.
↩ I select a variant relegated to the
notes, in place of that of the text, and
amend the doubtful reading that follows
by omitting the
Lit Chín and Máchin, feigned or believed by Orientals to be the descendants of Japhet and applied by metonymy to express the full extent of the Chinese dominions. D'Herbelot thinks them derivatives or diminutives of Gog and Magog.
↩Middle of June to end of August.
↩Vol. 2, p. 15
↩The odoriferous grass Andropogon Muricatum from the roots of which the refreshing screens mentioned are made.
↩A variant has, “two.”—The text has incorrectly Satrúka, for which error Abul Fazl is responsible. The Vishnu Purána says that he divided his male being into eleven persons. Next he created himself the Manu Swayambhuva and the female portion of himself he constituted Sata-rúpá whom the Manu took to wife. There are also other complications of birth and intercourse which may be pursued by the curious in the Purána itself, p. 51 et seq.
↩ Hari, the lord of all, called also Janárddana
(from Jana, (
The Brahmánḍ or egg of Brahma is
applied by Albirúni to the whole
Bentley (As. Rev. VIII, 196) imputes the authorship to Varaha Mihira and refuses it an older date than 7 or 800 years. The authorship of the remaining Siddhántas are likewise ascribed to him by the same writer. His arguments on the modern date of the Súrya-Siddhánta are very convincing.
↩This was the man born of the Sun, and partaking of his nature deputed to teach Maya in place of the Sun-god, who excused himself on the plea of want of time. The excuse has a respectable antiquity.
↩The authorities for this are Aryabhata, Vasistha and Láta. Albirúni, 26.
↩ Called so by the Greeks from its
being in perpetual flow, “(
Aristot. De Cælo. Cap. III.
↩Ptolemy's first book of the Almagest treats among other matters of the spherical form and motion of the heavens, the spherical form of the earth and its location in the centre of the heavens and of the two circular celestial motions which all the stars have in common. He has been held by some writers to maintain that the celestial spheres are solid, but others consider this a mistaken assumption from a convenient phraseology. The Ptolemaic planetary system is learnedly described in Montucla's Hist. Des Mathematiques. I, pp. 294 et seq. who, however, does not treat of the books of the Almagest seriatim and chiefly confines himself to the 8th. The rest may be found in W. Smith, Art. Ptol.
↩Abul Fazl duplicates the n; as his orthography of Hindu names and terms is untrustworthy, I shall for the future give the letters their proper value without attention to his incorrect transliteration.
↩ Capricornus was represented on ancient
monuments with the fore part of a
goat and the hind part of a fish. The
Hindu Makara, according to the Sanskrit
verses of Sripeti, quoted by Sir W Jones,
(I, 336) is a sea-monster with the face
of an antelope. The question at once
presents itself as to the relative antiquity
of the Greek and Indian Zodiacal signs.
Montucla in his III Book, Part II, Vol. I,
begins by maintaining that the Indians
borrowed from the Greeks or rather from
the Egyptians, and concludes with the
belief that the Indians obtained their
knowledge from the Persians, and they
in turn from the Chaldæans. His arguments
are based on the observations of
M. Legentil of the French Academy
who travelled in India to acquaint himself
with its astronomy and chronology.
The names of the Zodiacal signs are
given in Tamil and accord with those
of the text, save the first which is
given as “Mecham” and translated as
“le chien Maron.” He concludes from
the method of one of their calculations
of a solar eclipse that it does not date
further back than 1200 years. Anquetil
goes further in support of the modern
date of Hindu learning and declares their
kal yug was communicated to them by the
Arabs of the 9th and 10th centuries;
his arguments are set forth by the French
astronomer. Sir W. Jones supports the
opinion that both Greeks and Hindus
received the Zodiac from an older nation
from whom both had a common descent,
and the view of Montucla which he mentioned
to his pandits was naturally regarded
by them “as a notion bordering on
phrensy.” The two schools of opinion
are well matched both in learning and a
mutual contempt for each other. It may
be worth noticing that the original Greek
Zodiac had but 11 signs, the Scorpion
occupying the place of two. Its claws
called the
These are the attributes of the Pradhána,
(chief principle or primary crude
matter) ascribed to it by the Sankhya
philosophy. It is independent and coordinate
with primary spirit. See
Vishnu P. p. 9 et seq. The greater
part of this passage is almost identical
with the description of the word
Albirúni mentions this in his LV Chap. “The Hindus believe regarding the bodies of all the stars that they have a globular shape, a watery essence, and that they do not shine, whilst the sun alone is of fiery essence, self-shining and per accidens illuminates other stars when they stand opposite to him. They reckon according to eyesight among the stars also, such luminous bodies as in reality are not stars, but the lights into which those men have been metamorphosed who have received eternal reward from God. The Vishnu-Dharma says: “The stars are watery and the rays of the sun illuminate them in the night. Those who by their pious deeds have obtained a place on the height, sit there on their thrones, and when shining, they are reckoned among the stars!” Sachau's Trans. II, 64.
↩I have retained the exact order of this passage while correcting the orthography of the names as given by Abul Fazl. The 19th Chap. of Albirúni's India begins with the same subject and the similarity of treatment and expression, though not of the order, is so striking that, as I have before had occasion to observe, there is little doubt of Abul Fazl's indebtedness to this author. Albirúni's handling of any subject he discusses is that of a philosopher who is master of it; Abul Fazl is purely the compiler and the scribe. I refer the reader to Humboldt's Cosmos, Vol. IV, p. 410, and onwards, text and notes, for the antiquity and diffusion of the planetary hours and planetary days of the week.
↩Lit. Haft-josh, a metal compounded of iron, antimony, lead, gold, tin, copper and silver. The ordinary bell-metal is an alloy of 80 parts of copper and 20 of tin, though some English bells have been found to consist of copper, tin, zinc and lead.
↩See p. 16, Vol. II, n. 4.
↩A weight of 4 Máshas and sometimes a little more. See Vol. I, 16, n.
↩These lines are from the Ḥadíḳah of Ḥakím Sanái, p. 298, of the lithographed edition. The clepsydra was known in Greece in the time of Aristophanes and was used for regulating the time allowed for speeches of accused persons before courts of justice. But in this, the water was allowed to escape through the orifice of the vessel. See Lewis' Ast. of the Ancients, p. 182.
↩It is thus described in the Súrya Siddhánta, Chap. XIII. “The copper vessel (in the shape of the lower half of a water jar) which has a small hole in its bottom and placed upon clean water in a basin, sinks exactly sixty times in a nychthemeron, is called the Kapála Yantra. In the Vishnu Purána p. 631, it is said to be “a vessel made of 12½ Palas of copper, in the bottom of which there is to be a hole made with a tube of gold, of the weight of 4 Máshas and 4 inches long.” A commentary is more explicit. “A vessel made of 12½ Palas of copper, and holding a Prastha, (a Magadha measure) of water, broad at top and having at bottom a tube of gold of 4 Máshas weight, 4 fingers long, is placed in water, and the time in which the vessel is filled by the hole in the bottom is a Nádika.” It is therefore clear that there must be a pipe of the metal and of the length given, and not a simple aperture only. See a paper on Horometry in the As. Res. V. 87.
↩I am uncertain of this meaning. The elements in successive order are supposed to acquire the property of causality one to the other. The order in all the Puráṇas but one is the same according to Wilson (Vish. P.), and agrees with the text The seven winds occur in this order in the Siddhánta ´Siromani which adds; “The atmosphere extends to the height of 12 yojanas from the earth. Within this limit are the clouds, lightning, &c. The Pravaha wind which is above the atmosphere moves constantly to the westward with uniform motion. As the sphere of the universe includes the fixed stars and planets, it therefore being impelled by the Pravaha wind is carried round with the stars and planets in a constant revolution.” Wilkinson's Translation, p. 127.
↩Compare with this the direction of the planes of the winds and their names according to the Moslem theory, in Albirúni's Chronology of Anc. Nations. Sachau, p. 341. In Vol. I of his India, (p. 280 Sach.) Brahmagupta says “The wind makes all the fixed stars and the planets revolve towards the W. in one and the same revolution, but the planets move also in a slow pace to the E. like a dust atom moving on a potter's wheel in a direction opposite to that in which the wheel is revolving.” Albirúni considers their speaking of the wind as a motor is intended only to facilitate the idea to the vulgar comprehension, but when they come to speak of the first-mover (God) they at once lay aside comparison with the wind whose essence is not moving but is a body acted upon by external influence. According to the Súrya-Siddhánta the rapid movement of the planets is caused by the wind Pravaha.
↩A yojana is four kos. Albirúni in his India, Chap. XV, (Sach. I. 167) makes 1 kro´sa = 1 mile or 4,000 yards, and 1 yojana = 8 miles or kroh or 32,000 yards Some, he adds, think the kro´sa = ¼ farsakh, and so make the farsakh of the Hindus 16,000 yards, but this is not so, as this latter (farsakh) is = ½ yojana. Sachau has made a slight oversight in this last passage by translating 1 kro´sa = ½ yojana. But this cannot be as he already says above that 1 yojana = 8 kro´sa. The Farsakh is reckoned by Albirúni in his V Chap. as 3 miles, and = ½ yojana which being reckoned above at 32000 yards, gives the length of the farsakh necessarily at 16,000. But with this result he appears to quarrel.
↩“The motion of 54 seconds is a motion in longitude common to all the stars, but the retrogade motion is the variation of right ascension.”—Mr. Reuben Barrow, the astronomer, who assisted Gladwin in the part of his work thus notes on this passage. His succeeding remarks are devoted to the correction of a supposed error of Abul Fazl's, but entirely due to Gladwin's misapprehension of his MS.
↩Thus Albirúni in his Chronol, p. 352. “Because now the fixed stars which give the forms and names to the Lunar Stations move on in one and the same slow motion, you must add one day to the days of their rising and setting in every 66 Solar years, since in such a period they move one degree.”
↩In the Súrya-Siddhánta, the precession of the equinoxes is thus described: “The circle of Asterisms librates 600 times in a great Yuga (that is, all the Asterisms at first move westward 27°. Then returning from that limit they reach their former places. Then from those places they move eastward the same number of degrees, and returning thence come again to their own places. Thus they complete one libration or revolution as it is called). Bapu Deva. Burgess has a long note on this mode of statement in his translation, p. 100.
“Si l'on suit une des planètes superieures, Mars, Jupiter, ou Saturne, durant le cours d 'une même année, on observe des mouvemens fort bisarres. Lorsqu'elle commence à se dégager des rayons du soleil, sa vîtesse qui est alors médiocre, va en diminuant de jour à autre jusqu' à un certain point ou elle semble s'arrêter. Après quelques jours elle commence a rétrograder, d'abord lentement, puis en accélérant son mouvement jusqu'aux environs de l'opposition: là sa vîtesse recommence à diminuer, et quelque temps apres elle s'arrête en apparence une seconde fois: elle reprend enfin son mouvement suivant l'ordre des signes, allant d' abord fort lentement, et en-suite plus vîte, jusqu'à ce que l'approche du soleil qui l'atteint, la fasse disparoître a nos yeux. Mars éprouve ces apparences deux fois dans une de ses revolutions. Jupiter douze, et Saturne trente. Montulca. Hist. des' Math. I. 300.
↩Mr. Reuben Burrow notes on Gladwin, that this cannot be a constellation but a particular star: and though it may have the velocity the author assigns to it at one time, at others its motion must be different. The star, however being known, its situation is determinable from its velocity.
↩M. Montucla observes that Hipparchus, according to Ptolemy, suspected that only the stars in the Zodiac or in its vicinity had been disturbed in position as if, being the nearest in some measure to the great route of the planets, they had been more exposed to share in their motion. But he soon discovered that the movement was general around the poles of the Zodiac, and he transmitted a large number of observations on the fixed stars for the use of his successors. They served to assure Ptolemy of the perfect immovability of the fixed stars with regard to each other and of the movement of the whole starry sphere around the poles of the Zodiac. Hist. des Math. 265, I.
↩Called al Maghrabi from his residence in Spain and Africa. He was spared in the sack of Aleppo by Holágu and associated with Ṭúsi at Marágha in A. H. 658. He thus took part in forming the Ilkháni Astronomical Tables. He had a wide reputation as a philosopher and mathematician. D'Herb.
↩Ptolemy following the steps of Hipparchus, established conclusively his theory of the movement of the fixed stars. In comparing the longitudes of several of these with those found by Hipparchus, he showed that they had advanced parallel to the Ecliptic by 2° 40' since his day and as 265 years had since then elapsed, he concluded the movement to be one degree in 100 years. The more exact calculation of modern days shows it to be one in 72. Hist. des. Math. I. 225.
↩See Vol. II, p. 28.
↩These distances are given in Albirúni's LV Chap. in two computations with some variance between each other and those of the text. They are also given in 12th chapter of the Súrya-Siddhánta with some slight variation from the text.
↩This sentence is not in two MSS. and as it stands, appears incomplete. The remaining terms of the proportional are missing, and are probably the number of yojanas of the diameters, to the yojanas of the circumferences. Thus the minutes of the diameter of the moon are to the minutes of her circumference, i. e., 21,600, as the number of the yojanas of the diameter, i. e., 480, are to the yojanas of the circumference of her whole sphere, and in the same way with the Sun, as shewn by Albirúni, Chap. LV.
↩‘A complete revolution of the moon,’ says Sir W. Jones in his paper on the Indian Zodiack (As. Res. II. 293) ‘with respect to the stars, being made in 27 days, odd hours, minuces and seconds, and perfect exactness being either not attained or required by the Hindus, they fixed on the number 27 and inserted Abhijit for some astrological purpose in their nuptial ceremonies. It consists of 3 stars between the 21st and 22nd stations.” According to Albirúni, Abhijit is the Falling Eagle. An Naṣr al Wáḳi.
↩Abul Fazl gives only the Arabian names. I take the Greek equivalents from Albirúni's Chronology, Sachau, p. 343. The first name should be As Sharatán, not Sharatain as Abúl Fazl writes it. The Arabs commenced with this Station, but other nations with the Pleiades, says Albirúni, adding, “I do not know whether they do this because the Pleiades are more easily and clearly visible without any study or research than the other Stations, or because as I have found in some books of Hermes, the vernal equinox coincides with the rising of the Pleiades. God knows best what they intended.”
↩Ptolemy considered them one cloudy star and called them the nebulæ in the head of Orion. Albirúni. See also Humboldt's Cosmos, Vol. III, pp. 120-22, Otte.
↩Also, called the Calf of the Lion, and Al Simák Alrámih is his other calf. Albirúni.
↩Said to be the best of the Lunar Stations because it stands behind Leo and before Scorpio. The horoscopes of all the prophets are said to be in this Station, “but this does not seem to be true except in the case of the Messiah, the prophet who keeps off all mishaps.” Ibid.
↩According to Albirúni a starless district of heaven, at the side of the Horse, belonging to Sagittarius. The derivations of all these Arabic names are given by Albirúni together with interesting particulars regarding each. I have prefixed, as is customary, to the several names the simple Arabic article, which in pronunciation must, of course, be altered before solar letters into the homogeneous euphonic tashdíd.
↩ Humboldt remarks that at the period
of Mongolian supremacy in the 15th
century, when astronomy flourished at
Samarkand under Ulugh Beg, photometric
determinations were facilitated by
the subdivision of each of the six classes
of Hipparchus and Ptolemy into three
subordinate groups: distinctions being
drawn between the small, intermediate
and large stars of the second magnitude.
Some MSS. of the Almagest refer to
these subdivisions as they add
This is the catalogue of Hipparchus which gives the longitudes and latitudes of the number described, by their position in the constellations as shown in the 8th book of the Almagest Montucla observes that only 1,022 were observed, though there are a great many more, and some among them visible to the naked eye, but the number is far below what is vulgarly imagined. Hist. des Math. I, p. 295. I add on the authority of Humboldt. (Cosmos III, 143) that Pliny could count only 1,600 stars visible in the fine sky of Italy. In this enumeration he had descended to stars of the 5th, whilst half a century later Ptolemy indicated only 1,025 stars down to the 6th magnitude. The number of stars visible to the naked eye in the horizon of Berlin, Humboldt gives as 4,022 and in that of Alexandria 4,638.
↩There is little known of this astronomer, but that he was a native of Rai, and according to D'Herbelot, preceptor of Aḍhadul Daulah of the Bowide dynasty. Hammer Purgstall gives the date of his death in A. H. 376, (A. D. 986) at the age of 85. He was the author of a work on the fixed stars with illustrations and two others less important.
↩ The calculations are discrepant.
Puliśa reckons 5,026
The calculation of Eratosthenes (276 –196 B. C.), determined by a method identical with that which would be employed by a modern astronomer, gives the circumference at 250,000 stadia; Posidonius (135 B. C.) made it 240,000 stadia or 30,000 miles. Lewis. Astron. of the Anc. pp. 199–215.
↩
The rule in the Súrya-Siddhánta is to multiply the square of the diameter by 10, and the square root of the product will be the circumference. The diameter is taken at 1,600 yojana. Puliśa reckons the relation of the diameter to the circumference as 1,250: 3,927, and Brahmagupta as nearly 12,959: 40,980. Albirúni, II. 71–72.
↩ According to Albirúni, Archimedes
defined it to be something between
Mr. Reuben Barrow here remarks, that from the spheroidity of the earth, the degrees ought to increase towards the north: but this difference is much greater than it ought to be according to theory.
↩Mr. Barrow here notes in Gladwin's work, that as the true length of a degree is between 69 and 70 miles, and there is reason to believe that the measures could not be far wrong, it follows that we have not the true length of their measures.
↩Háji Khalífah gives the year of his death as A. H. 720 (A. D. 1370). He composed the astronomical work alluded to, for the Emir Sháh Muḥammad-b.-Mutazz-b.-Ṭáhir.
↩Mr. Reuben Burrow's note on this is as follows: “Their intent was evidently to measure a degree of longitude in a parallel circle. The principle of the method was the same as that of our modern longitude watches; and the general practice was to adjust the Siktajantra to the time of the meridian they set out from: and to go eastward till the difference of the times shewn by it and by observation appeared to be one ghaṛi. For if the instrument was exact, whatever meridian it was carried under, it would still continue to show the time under the meridian of the first place: and if the place arrived at was one degree more to the east, the time found at that place (whether by the sun's rising or any other method) would be one ghaṛí more, and so in proportion; and this is what is meant by the day being more advanced. The Hindus must doubtless have observed the necessity of allowing for the change of declination in the time of sunrise; but according to the mode prescribed by the author, it would be requisite to restrict the time of making the experiment to that of the solstice.”
↩Var. 7,957,752.
↩The description of these islands their extent, position and reference to European Geography, form a literature of their own, too disputed and uncertain in their details for dogmatism, were the Puranic Cosmography credible enough to be worth it. “Manifold are the opinions of people,” says Brahmagupta, “relating to the description of the earth and to Mount Meru, particularly among those who study the Puráṇas and the religious literature.” I content myself with indicating for reference, Chaps. XX to XXXII of Albirúni, and the Vishṇu Puráṇa which represents the geographical system of the rest. To these may be added the dissertation of the confident but unsafe Wilford on the Sacred Isles of the West in the VIII Vol. of the As. Res. which will satisfy by bewildering the curiosity of the reader. The text has Jammu, instead of Jambu, the insular continent deriving its name from the Jambu tree, the Eugenia Jambu, the Eugenia Moluccensis of Linnœus and J. domestica of Rumphius who considers it as the most exquisite of the tropical fruits after the mangostin. Ed. Rev. 1, 32. The Vishṇu Puráṇa makes the apples of this tree as large as elephants: when they are rotten they fall upon the crest of the mountain and from their expressed juice is formed the Jambu river, the waters of which enable those who drink them to pass their days in content and health, subject neither to decrepitude nor to decay.
↩ This is said to be a fortress built by
Zohák in the city of Babylon. Some account
of it will be found in the 2 Vol.
(Macan's edit.) of the Shahnámah. Thither,
fled Afrasiáb pursued by Kai Khusrau
and the fort was twice captured by him.
In the Sháhnámah it appears to be the citadel
of Gangbihisht, the capital of Afrasiab,
and near it flowed the river Zirah
which Kai Khusrau crossed in his second
attack. Firdausi presumes upon either
the ignorance or the geographical knowledge
of his readers, and leaves them to
believe or discover its existence. According
to Albirúni, Abu Maạshar based his
canon on this place as a first meridian,
See Reinaud's Introduction to Abulfeda's
Geog. V, ccxx, et seq. Kang or Kangkiu,
he says, is according to ancient Chinese
writers Sogdiana. Rawlinson thinks it
to be a Pehlevi word meaning ‘heaven,’
and Hyde (De relig. Vet. Pers.) considers
it synonymous with the terrestrial Paradise.
The name appears as Cancadora in
a note to Humboldt's Cosmos II, (Otté).
Reinaud's interesting dissertation on this
meridian and that of Arin or Azín will repay
perusal. He considers the latter name
to be a corruption of Ptolemy's
Lanka and Ujjain. With Adelard de Bath, Gerard of Cremona, Albert the Great and Roger Bacon the name appears as Arim or Arym, and this place received the name of the Cupola of the earth which was also applied to Lanka. Rein. ccxlviii. I.
↩Himaván is the name in the Vishṇu Puráṇa. Hima in Sanskrit signifies snow, and in a derivative form the name may be traced in the Thracian Hœmus.
↩These tracts were named after the nine sons of A´gnídhra, the king of Jambu-dwípa, who were named, Nábhi, Kimpurusha, Harivarsha, Ilávṛita, Ramya, Hiraṇvat, Kuru, Bhadráśva, and Ketumala. Vishṇu Pur. See also the Siddhánta Síromani where all these names and divisions occur.
↩I correct the readings of the text from the Vishṇu Puráṇa. The Mahindra chain extends from Orissa to Gondwana, part of which near Ganjam is still called Mahindra Malei or hills of Mahindra. Sukti or Suktimat is doubtful. Sahya is the northern portion of the Ghats, the mountains of the Konkan; Ṛiksha, the mountains of Gondwana. Vindhya is here restricted to the eastern division of the chain. Páriyátra or Páripátra is the northern and western portion. The classification seems to have been known to Ptolemy. See Wilson's note. Vish. P.174.
↩For Kumára, which is Kumárika in Wilford, the Vishnu P. has Gándharva.
↩These are somewhat varied in the different Puráṇas.
↩This is Pushkara the 7th Dwípa, and recalls “the land of H??ath where gold groweth” in the 2nd C?? of Genesis.
↩The Mlechchhas are the Kirátas of the Vishṇu Pur., the inhabitants of the mountains east of Hindustan according to H. H. Wilson. Wilford places them in the mountains of the Deccan. All this passage is taken from the ordinances of Manu and the names are marred in the taking. Manu writes as follows in Sir W. Jones' translation: Chap. II.
(17.) Between the two divine rivers Saraswati and Drishadwati lies the tract of land which the sages have named Brahmávarta because it was frequented by gods.
(19.) Kurukshetra, Matsya, Panchála or Kányakubja Surasena or Mathura form the region called Brahmarshi, distinguished from Brahmávarta.
(21.) That country which lies between Himavat and Vindhyá to the east of Vinaśana and to the west of Prayága, is celebrated by the title of Madhya-deśa or the central region.
(22.) As far as the eastern and as far as the western oceans, between the two mountains just mentioned lies the tract which the wise have named Ariavarta, or inhabited by respectable men.
Burnell in his translation explains Vinaśana as the terminus of the Saraswati. Prayága is of course, Allahabad. Wilford identifies the Drishadwati as the Caggar or Gagar, but the courses of these rivers must have considerably altered. Cf. Wilson, Vishṇu Puráṇa, p. 181, note.
↩ The number mentioned by Ptolemy
and Pliny instead of seven, the actual
number of the
Reinaud notices the distinction or confusion made by the Arabs between the Eternal Isles or Islands of the Blest, and the Fortunate Isles. Abulfeda confounds them but Ibn Sayd places the Fortunate Isles among the Eternal and about them, making the latter 6 in number and the former 24 and distributing them among the 1st, 2nd, and 3rd climates between the 16th and 30th degrees of north latitude, thus allowing the inference that the Fortunate Isles are the Canaries and the Eternal the Cape de Verde. Geog. Abulf. Introd. ccxxxiv.
↩According to a fragment of Phavorinus, not a Greek word, but derived from the barbarians probably connected with Sanskrit. Among the Greeks the son of Uranus and Gaia, became in physical geography, a river or stream circumfluent round the earth, and the large expanses of water are distinguished by Herodotus as seas. But the idea of the encircling waters became transferred as a secondary meaning to the ocean and specifically to the Atlantic which was called the Great Sea, the Outer Sea, the Atlantic or simply the Ocean. Smith's Dict. Geog.
Avienus well expresses the mysterious dangers that confronted a mariner on its unknown waters beyond the pillars of Hercules.
: porro in occiduam plagam.
Ab his columnis gurgitem esse interminum,
Late patere pelagus, extendi salum,
Himilco tradit; nullus haec adiit freta:
Nullus carinas aequor illud intulit,
Desint quod alto flabra propellentia,
Nullusque puppim spiritus cæli juvet:
Dehinc quod aethram quodam amictu vestiat
Caligo, semper nebula condat gurgitim
Et crassiore nubilum perstet die.
Oceanus iste est, orbis effusi procul
Circumlatrator, iste Pontus maximus
Oræ Maritimæ.
↩This is the literal translation, but it must be taken to include the meaning that the are of the equator intercepted between the two meridians may be reckoned on any parallel of latitude as well as on the equator. It must be remembered with reference to what is termed the point of upper intersection that all south of the equator is supposed to be water and uninhabited and that therefore the upper half circle only of the equatorial is considered.
↩The rule in the Surya Siddhánta is as follows:
At the given place if the Moon's total darkness (in her eclipse) begins or ends after the instant when it begins or ends at the Middle line of the Earth, then the given place is E. of the Middle line, (but if it begins or ends) before the instant (when it begins or ends on the Middle line, then) the given place is west of the Middle line
↩“After having found the longitudinal difference between two places, he observes a lunar eclipse and fixes in day-minutes, the difference between the time of its appearance in the two places. Puliśa muliplies these day-minutes by the circumference of the earth, and divides the product by 60, viz., the minutes (or 60th parts) of the daily revolution. The quotient is the number of the yojanas of the distance between the two places.” Albirúni, India, xxxi, Sach, p. 313 I.
↩Albirúni says in his 29th Chapter on India, that the Hindu method of determining the latitude of a place had not come to his knowledge.
↩ As before remarked, all below the
equator is supposed to be water and does
not count as latitude, and the upper
hemisphere only, represents the
The etymology of these terms is thus given in the Siddhánta ´Siromani.
That point of the ecliptic which is, at any time, on the eastern horizon is called the Lagna or horoscope. This is expressed in signs and degrees and reckoned from the first point of stellar Aries. That point which is on the western horizon is called the Asta-Lagna or setting horoscope. The point of the ecliptic of the meridian is called the Madhya-Lagna or middle horoscope (culminating point of the ecliptic.) The Udaya-Lagna is the rising horoscope or the point of the ecliptic which comes to the eastern horizon at the same time with the planet, its Asta-Lagna being the setting horoscope or the point of the ecliptic which is on the eastern horizon when the planet reaches the western horizon.
According to a paper in the As. Res. II, by Samuel Davis, the Hindus signify by the Lagna of Lanka, those points of the equator which rise respectively with each 30th degree of the ecliptic in a right sphere, answering to the right ascension in any latitude. By the Lagna of any particular place, the oblique ascension or the divisions of the equator which rise in succession with each sign in an oblique sphere. By the horoscope is signified the point of the ecliptic rising at a given time after sunrise, the rule to find which is given in the SúryaSiddhánta, (Bápu Deva, p. 39). The omphalos which marked Delphi as the centre of Greece and of the Earth, existed in the temple of Delphi during the historic period.
↩ The Istiláhátu'l Funún describes the
heavens (
They passed the planets seven, they passed the fixed
And that crystalline sphere whose balance weighs
The trepidation talked and that first moved.
Par. Lost. III, pp. 484-7.
Albirúni (Cap. xx) accepting the necessity of eight spheres, sees no object in a ninth, which was unknown to Plato, as Aristotle proves that each moving body is brought into motion by something outside itself and the mover of the ninth may move the eight without its intervention.
↩The elemental spheres are numbered by Achilles Tatius. See Sir E. Lewis, Astr. of the Anc., p. 173, and 99-101.
↩The term Nezak or Nayzak (a short spear) was first applied, according to Humboldt, (Kosmos 1, 128 Otté), by the Court astronomers of Persia to the strange light never before observed, seen in 1688 in Persia and described by the great traveller Chardin. In his Atlas du Voyage, however, he applies the term nyázak to the famous comet which appeared over nearly the whole world in 1688 and whose head was so hidden in the west that it could not be seen in the horizon of Ispahan. Dominicus Cassini who was the first to investigate this phenomenon and who observed it in Bologna when it was seen by Chardin in Persia, has maintained with Mairan that the phenomenon observed in Persia was the Zodiacal light. Humboldt expresses his wonder that so striking a natural phenomenon which he had witnessed so often on the summits of the Andes and in the plains of Venezuela, should have failed to attract the attention of physicists and astronomers till the middle of the 17th century.
↩“The belief in the existence of non-luminous stars was diffused amongst the ancient Greeks and in the early ages of Christianity. The doubt as to the passing away and reappearance of stars is expressed by Pliny in his mention of Hipparchus, ‘Stellæ an obirent nascerenturve? ’” The authority of Humboldt is opposed to the doctrine of their annihilation and affirms that the cosmical alteration is merely the transition of matter into new forms and that dark cosmical bodies may by a renewed process of light again become luminous. Kosmos III, pp. 222–254. Otté.
↩Albirúni says (XXIII) that the mountain called by his people Ḳáf, is Lokaloka with the Hindus, (a fabulous belt of mountain boundary, beyond the seven seas and dividing the visible world from the regions of darkness). According to the Zoroastrians the mountain Ardiya has a similar position. The jewelle earths appear to be connected with the sides of Meru which are said to be of different gems.
↩
“It is well known”, says Albirúni
(xxii) “that the north pole with us is
called the Great Bear, and the south pole,
Canopus But some of our people maintain
that in the south of heaven too, there is a
Great Bear of the same shape as the northern,
which revolves round the southern
pole.” The Greek word
Lewis. Astr. of the Anc.
↩That is, in those regions where the sun's rays fall directly and not obliquely upon the earth. So Albirúni says “The country S. of the Line is not known and the earth is too much burnt to be habitable. Parts of the inhabited world do not reach nearer the equator than to a distauce of several days journey. There the water of the sea is dense because the sun so intensely vapourises the particles of water that fishes and other animals keep away from it …… The sun when reaching the perigee of his excentric sphere, stands nearly in its utmost southern declination and burns all the countries over which he culminates. Chronology, 249. Sachau's Trans. Ibn Khaldún has a somewhat similar passage. Proleg. 86. Ed. Quatremère.
↩That is, in those regions where the sun's rays fall directly and not obliquely upon the earth. So Albirúni says “The country S. of the Line is not known and the earth is too much burnt to be habitable. Parts of the inhabited world do not reach nearer the equator than to a distauce of several days journey. There the water of the sea is dense because the sun so intensely vapourises the particles of water that fishes and other animals keep away from it …… The sun when reaching the perigee of his excentric sphere, stands nearly in its utmost southern declination and burns all the countries over which he culminates. Chronology, 249. Sachau's Trans. Ibn Khaldún has a somewhat similar passage. Proleg. 86. Ed. Quatremère.
↩The precession of the equinoxes was discovered by Hipparchus. At that time the point of the autumnal equinox was about 6° east of Spica Virginis. In 1750, i. e., about 1900 years afterwards, this point was observed 26° 21' west of that star. Hence the equinoctial points will make an entire revolution in 25,745 years.
↩See p. 25 where the circumference is given at 8,000 farsakh and the diameter at 2,545@5/11. This rule will apply to these figures and give 50,90,000 without the fraction.
↩That is to say, the greatest northern declination from the equator being according to our calculation 23° 27' 27"; this subtracted from 90° will give the complement of the arc from the equator to the north pole; and this complement, viz., 66° 32' 33" reckoned from the equator measures the limit, in the sense of the text, within which men can live and beyond which in a northerly direction, they cannot.
↩Ptolemy placed the southern limit of the habitable world as, Abul Fazl rightly states later in the parallel of 16¼ degrees of S. Lat. at Antimeroöe, and the northern limit in 63° N. Lat. which passes through Thule, supposed to be the Shetlands. This range therefore include 79¼ degrees. The total degrees of longitude of the habitable parts of the earth he accounts to be 177¼. Cosmog. Fol Venet. 1486, Cap XII and Mc. Crindle. Anc. Ind. 5.
↩Such is the literal translation of this ridiculous account but nothing is too childish or incredible for Abul Fazl's narrative.
↩See p. 116, Vol. 2.
↩In the Almagest (II. 6) he marks ten climates north of the equator, beginning at the parallel of Taprobane in lat. 4° 15' and ending at that of Thule in lat. 63°; and in the south, beginning at the equator or the parallel of Cape Raptum and ending at the parallel of Antimeröe in 16° 25'. In the Geography he gives 19 climates; as far as the 16th climate. which is the arctic circle, twelve are determined by the increase of half an hour in the length of the longest day, the 13th and 14th, one hour, and the 15th and 16th, two hours. In the remaining climates within the arctic circle, the days no longer increase by hours but by months. Dict. of Antiq. W. Smith.
↩ The double theory of longitude is thus
explained by Albirúni in his XXIX Chap.
(Sachau's Transl. I. 304). “Some adopt
as the beginning of longitude the shore
of the Atlantic Ocean and they extend
the first quarter as far as the environs
of Balkh …… So that Shaburgán and
Ujjain are placed on the same meridian.
A theory which so little corresponds to
reality is quite valueless. Others adopt
the Islands of the Happy Ones as the
beginning of longitude and the quarters
of the
Yáḳút gives four acceptations of this term. Cf. p. 26 et. seq. Introduction.
↩The following table, from Ukert, showing the climates of Ptolemy (Geog. I, 23) is taken from the Dict. of Antiq. for purpose of comparison with Abul Fazl's account.
| Climate. | Parallel. | Longest Day. | Latitude. | Passing through. | ||
| h. | m. | |||||
| 1 | 12 | 0 | 0° | 0' | ||
| I | 2 | 12 | 15 | 4 | 15 | Taprobane. |
| 3 | 12 | 30 | 8 | 25 | Sinus Avalites. | |
| II | 4 | 12 | 45 | 12 | 30 | Adule Sinus. |
| 5 | 13 | 0 | 16 | 27 | Meroë. | |
| III | 6 | 13 | 15 | 20 | 14 | Napata. |
| 7 | 13 | 30 | 23 | 51 | Syene. | |
| IV | 8 | 13 | 45 | 27 | 12 | Ptolemais in Egypt. |
| 9 | 14 | 0 | 30 | 2 | Lower Egypt. | |
| V | 10 | 14 | 15 | 33 | 18 | Middle of Phœnicia. |
| 11 | 14 | 30 | 36 | 0 | Rhodus. | |
| VI | 12 | 14 | 45 | 38 | 35 | Smyrna. |
| 13 | 15 | 0 | 40 | 56 | Helkespont. | |
| VII | 14 | 15 | 15 | 43 | 41 | Massilia. |
| 15 | 15 | 30 | 45 | 1 | Middle of the Euxine. | |
| VIII | 16 | 15 | 45 | 46 | 51 | Sources of the Danube. |
| 17 | 16 | 0 | 48 | 32 | Mouth of the Borysthenes. | |
| IX | 18 | 16 | 15 | 50 | 4 | Middle of Palus the Macotis. |
| 19 | 16 | 30 | 51 | 40 | Southern Britain. | |
| X | 20 | 16 | 45 | 52 | 50 | Mouths of the Rhine. |
| 21 | 17 | 0 | 54 | 30 | Mouths of the Tanais. | |
| XI | 22 | 17 | 15 | 55 | 0 | The Brigantes in Britain. |
| 23 | 17 | 30 | 56 | 0 | Brittania Magna. | |
| XII | 24 | 17 | 45 | 57 | 0 | Caturactonium in Britain. |
| 25 | 18 | 0 | 58 | 0 | South of Brittania Parsa. | |
| XIII | 26 | 18 | 30 | 59 | 30 | Middle of ditto. |
| 27 | 19 | 0 | 61 | 0 | North of ditto. | |
| XIV | 28 | 19 | 30 | 62 | 0 | Ebudes Insulae. |
| 29 | 20 | 0 | 63 | 0 | Thule. | |
| XV | 30 | 21 | 0 | 64 | 30 | Unknown Scythian Tribes. |
| XVI | 31 | 22 | 0 | 65 | 30 | Unknown Scythian Tribes. |
| 32 | 23 | 0 | 66 | 0 | ||
| XVII | 33 | 24 | 0 | 66° | 8' 40" | |
| 34 | 1 month about. | 67° | 15' | |||
| XVIII | 35 | 2 — | 69 | 30 | ||
| 36 | 3 — | 73 | 20 | |||
| 37 | 4 — | 78 | 20 | |||
| XIX | 38 | 5 — | 84 | 0 | ||
| 39 | 6 — | 90 | 0 | |||