Astronomy, the study of celestial objects, is one of India's oldest sciences, deeply rooted in the Vedic period and practical daily needs.
The traditional Indian calendar is a sophisticated luni-solar system designed to harmonize lunar phases with the solar year.
The calendar reconciles the $354$-day lunar year with the $365.25$-day solar year.
Ancient Indian astronomers provided physical, geometric explanations for eclipses, debunking mythological terrors.
Astronomers tracked the annual shifting of the sunrise position and day length.
India produced several pioneering astronomers and mathematicians whose works laid the foundation for global mathematical sciences.
| Astronomer | Era / Date | Major Works | Key Contributions |
|---|---|---|---|
| Āryabhaᥣᥣa | b. 476 CE | Āryabhaᥣĩyam | Proposed spherical Earth rotating on its axis; calculated $\pi \approx 3.1416$; introduced large time units and circular units of arc; suggested adding adhikamāsa. |
| Varāhamihira | 6th Century CE | Pacasiddhāntikā, Bᤳhatsa᥅hitā | Compiled five historical astronomical systems; calculated the precession of equinoxes as $50.32$ seconds of arc per year. |
| Bhāskara I | b. 600 CE | Mahābhāskarĩya, Laghubhāskarĩya | Established the positional value system using a circle for zero; commented extensively on Āryabhaᥣĩyam. |
| Brahmagupta | 7th Century CE | Brahmaguptasiddhānta | First to treat zero as a number; formulated rules for positive/negative numbers; solved quadratic equations; established $\sqrt{10} \approx 3.162277$ as an approximation for $\pi$. |
| Bhāskara II (Bhāskarācārya) | b. 1114 CE | SiddhāntaŒiromaᥑi, Karaᥑakutšhala, Lĩlāvatĩ, Bĩjagaᥑita | Introduced division by zero as infinity ($3/0 = \infty$); used algebraic letters for unknowns; solved the Pell Equation ($x^2 = 1 + py^2$). |
Flourishing between the 14th and 16th centuries CE, this school made revolutionary breakthroughs in calculus and planetary models.
India's astronomical legacy transitioned from massive stone observatories to state-of-the-art modern research facilities.