πŸ”¬ Science in India

5,000 years of science in India

From Harappan bronze and planned drains to zero, the Kerala School, the Raman effect and missions to the Moon β€” one timeline of what was discovered, invented and built in India. Every milestone links to the source it comes from.

Milestones111
Fields13
Scientists and scholars21
Ancient and classical contributionsField by field, with a map and the ideas NCERT gives without a date β†’ Modern scientific breakthroughsDiscoveries, Nobel Prizes and the scientists NCERT profiles β†’ Space, nuclear and technology milestonesSatellites, reactors, supercomputers and railways, with official dates β†’

Fields of knowledge

Mathematics 19 milestones Standard weights β†’ Indian Statistical Institute founded Astronomy 11 milestones Shadow clocks and water clocks β†’ Hanle Dark Sky Reserve Medicine and life sciences 6 milestones The earliest dentistry β†’ Mid Day Meal Programme, built on nutrition science Language, writing and learning 7 milestones The Harappan script β†’ Indian Institute of Science founded Metals and materials 11 milestones Stone hand-axes at Attirampakkam β†’ Steel from Jamshedpur Engineering, water and towns 13 milestones Planned drainage β†’ Vande Bharat trains Farming and plants 7 milestones Farming begins at Mehrgarh β†’ The White Revolution (Operation Flood) Physics 5 milestones Electric light arrives β†’ Subrahmanyan Chandrasekhar shares the Nobel Prize Nuclear science 9 milestones India’s nuclear programme begins β†’ Nuclear tests at Pokhran Space 15 milestones INCOSPAR: India’s space research begins β†’ Chandrayaan-3 lands on the Moon Computing and communication 6 milestones The first printing press β†’ UPI: instant digital payments Chemistry 1 milestones P.C. Ray founds India’s first pharmaceutical company β†’ P.C. Ray founds India’s first pharmaceutical company Weather and the Earth 1 milestones India Meteorological Department set up β†’ India Meteorological Department set up

The timeline

Harappan and early India

πŸ“œ Explore by field β†’
  1. Harappan civilization
    βž— Mathematics

    Standard weights

    πŸ“ Harappan cities

    A precise system of weights, usually cubes of a stone called chert, regulated trade.

  2. Harappan period
    βž— Mathematics

    Scales and units of length

    πŸ“ Harappan sites

    Objects with ruled markings that could be scales have been found at Harappan sites. Later Indian literature names units such as the angula (finger width), dhanusa and yojana, used for artefacts, architecture and town planning β€” and carpenters and tailors still use the angula.

  3. Vedic period
    βž— Mathematics

    Number names and fractions in the Vedas

    The Yajurveda Samhita lists names for powers of ten β€” eka, dasha, shata, sahasra, ayuta and on up to 10ΒΉΒ² and beyond; the Rig Veda calls the fraction three-quarters tri-pada.

  4. c. 800 BCE (Baudhayana)
    βž— Mathematics

    The Sulba-sutras: geometry with a rope

    Geometric texts of the Vedic period on building fire altars β€” the earliest known Indian texts with methods to construct perpendiculars and perpendicular bisectors, using a rope as the compass. Baudhayana’s Sulbasutra (c. 800 BCE) already works with non-unit fractions.

Ancient and classical

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  1. as early as the 3rd or 4th century CE
    βž— Mathematics

    Zero: the Bakhshali manuscript

    πŸ“ Bakhshali (now in Pakistan)

    A mathematical text with hundreds of zeros written as dots β€” the oldest recorded origin of the zero symbol we use today.

  2. 499 CE
    βž— Mathematics

    Aryabhata computes with ten digits

    Aryabhata was the first mathematician to fully explain, and do elaborate scientific computations with, the Indian system of ten symbols; he also first proposed a systematic way to solve problems with a single unknown.

  3. born 598 CE
    βž— Mathematics

    Brahmagupta: rules for zero

    πŸ“ Bhillamala

    In the Brahmasphutasiddhanta he gave the rules of arithmetic with zero, negative numbers and fractions. His works were later translated into Persian and Latin.

  4. 6th–10th centuries
    βž— Mathematics

    Bhaskara I and trigonometry

    Bhaskara I did pioneering work in trigonometry and wrote a lengthy commentary on the Aryabhatiya.

  5. 628 CE
    βž— Mathematics

    Brahmagupta’s rules for fractions

    The Brahmasphutasiddhanta first stated in general form how to add, subtract, multiply and divide fractions β€” the methods still taught today. These ideas reached Europe through the Arabs.

  6. c. 700 CE
    βž— Mathematics

    Virahanka’s numbers

    Counting the rhythms of short and long syllables in poetry, the Prakrit scholar Virahanka gave the rule for the sequence 1, 2, 3, 5, 8, 13, 21… β€” the first known person to write it down. It is now called the Virahanka–Fibonacci sequence.

  7. 9th century
    βž— Mathematics

    Indian numerals reach the Arab world

    πŸ“ Baghdad

    Sanskrit texts of mathematics, astronomy and medicine were translated into Arabic. The Arabs adopted India’s decimal numeral system with the zero; in Europe these became known as β€˜Arabic numerals’.

  8. c. 825 CE
    βž— Mathematics

    Al-Khwarizmi’s β€˜Hindu numerals’

    πŸ“ Baghdad

    The Indian number system reached the Arab world by around 800 CE and was popularised there by Al-Khwarizmi’s book On the Calculation with Hindu Numerals (c. 825) and Al-Kindi’s On the Use of the Hindu Numerals (c. 830).

  9. c. 850 CE
    βž— Mathematics

    Mahaviracharya’s Ganita-sara-sangraha

    Mahaviracharya developed the arithmetic of fractions further and, in the Ganita-sara-sangraha, named the powers of ten up to 10Β²Β³.

  10. 10th century
    βž— Mathematics

    The Chautisa Yantra magic square

    πŸ“ Khajuraho

    The first recorded 4 Γ— 4 magic square, in an inscription at the Parshvanath Jain temple: every row, column and diagonal adds up to 34.

  11. born 1114
    βž— Mathematics

    Bhaskaracharya’s Lilavati

    πŸ“ probably present-day Maharashtra

    One of India’s greatest mathematicians and astronomers: Lilavati (1150 CE) teaches mathematics through riddles, Bijaganita covers advanced algebra and Siddhantashiromani astronomical calculation. Several of his works were translated into Persian in the Mughal period.

Medieval and early modern

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  1. around 1200
    βž— Mathematics

    Indian numerals reach Europe

    From the Arab world the numerals reached Europe and parts of Africa by around 1100 CE; around 1200 the Italian mathematician Fibonacci made the case for Europe to adopt them. Arab scholars called them β€˜Hindu numerals’.

  2. 14th century
    βž— Mathematics

    Narayana Pandita’s Ganitakaumudi

    A massive treatise of mathematics that included important original developments.

  3. 14th century
    βž— Mathematics

    Madhava and the Kerala School

    πŸ“ Kerala

    Madhava gave the series expansion for trigonometric functions β€” a world first β€” and an exact value of Ο€ as an infinite series. He and his followers are known as the Kerala School of Astronomy and Mathematics.

Modern science

πŸ”¬ Modern scientific breakthroughs β†’
  1. 1931
    βž— Mathematics

    Indian Statistical Institute founded

    Founded by P.C. Mahalanobis, a scientist and statistician of international repute who later led the team that drafted the Second Five Year Plan.

Scientists and scholars

PaniniCharakaAryabhata 476–550Varahamihira 505–587Brahmagupta 598–668Al-Biruni 973–1050Bhaskaracharya (Bhaskara II) 1114–1185Jagadish Chandra Bose 1858–1937Prafulla Chandra Ray 1861–1944M. Visvesvaraya 1861–1962Srinivasa Ramanujan 1887–1920C. V. Raman 1888–1970Meghnad Saha 1893–1956Satyendra Nath Bose 1894–1974Homi J. Bhabha 1909–1966Vikram Sarabhai 1919–1971Verghese Kurien 1921–2012M. S. Swaminathan 1925–2023A. P. J. Abdul Kalam 1931–2015Rakesh Sharma 1949–Kalpana Chawla 1962–2003
πŸŽ“ In the syllabus

Mains Β· General Studies Paper III: β€œAchievements of Indians in science & technology; indigenization of technology and developing new technology.” UPSC β†—

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How we check: science milestones are written from NCERT textbooks and official pages (NobelPrize.org, ISRO, DAE, BARC, IISc), and our build fails unless their key phrases are found in the source itself. The Tools & Technology milestones keep their own sources. Dates are as the source gives them; where it gives only a period, so do we. Claims we cannot find in such sources are left out β€” however often they are repeated elsewhere.