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Titlebook: Karaṇapaddhati of Putumana Somayājī; Venketeswara Pai,K. Ramasubramanian,M.D. Srinivas Book 2018 Springer Nature Singapore Pte Ltd. 2018 a

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Obtaining the planetary longitudes,n order, are 14 (.), 18 (.), 53 (.) and 51 (.) [for Mars]; 07 (.), 05 (.), 31 (.) and 29 (.) [for Mercury]; 07 (.), 04 (.), 16 (.) and 15 (.) [for Jupiter]; 04 (.), 02 (.), 59 (.) and 57 (.) [for Venus]; 09 (.), 13 (.), 09 (.) and 08 (.) [for Saturn]. These are stated separately for different quadrants after being divided (.) by 270.
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Book 2018adition, the .karaṇa .texts are essentially computational manuals, and they often display a high level of ingenuity in coming up with simplified algorithms for computing planetary longitudes and other related quantities. .Karaṇapaddhati., however, is not a .karaṇa .text. Rather, it discusses the .pa
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Examination of the revolution numbers etc.,Based on a thorough examination of the position of the planets at the time of eclipses, planetary conjunctions, and so on, the revolution numbers etc. [of the planets] in a . have to be conceived of for achieving concordance with observations.
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Gnomonic shadow,The hypotenuse of the gnomon (.) is obtained by taking the square root of the sum of 144 (.) and the square of the mid-day shadow [of the gnomon] on the equinoctial day (.).1 The mid-day shadow on the equinoctial day when multiplied by the radius (.) and divided by that [hypotenuse] would be the Rsine of the terrestrial latitude (.).
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https://doi.org/10.1007/978-981-10-6814-0Indian astronomy; Mean planets; Vallyupasaṃhāra technique; kendraphalas; hārakas; kalpādidhruvas; Rsines; p
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