रामानुजन शोध संस्थान

रामानुजन शोध संस्थान This society has been founded as a tribute to the great Indian Mathematician Srinivasa Ramanujan. We aspire to popularize the life and works of this genius.

Ramanujan Sodh Sansthan has been founded, as a tribute to Mathematician Srinivasa Ramanujan, to organizing motivational talks, Distribute scholarships, Conduct Research program, Library facility and publication of magazine/Books. It is a pity that the current generation of students hardly know about the prodigions mathematical work that Ramanujan had done in his very short life span . Who could believe that an ordinary clerk who had no university education in mathematics could believe that an ordinary clerk who had no university education in mathematics could be given a place among the ranks of Gauss, Euler and Riemann the three of the greatest men in the history of mathematics. It is pathetic that when most of the prestigious universities have a chair dedicated to Ramanujan in their mathematics departments, you can hardly find one in our universities. So, We have decided to work assiduously to instill the importance of Ramanujan’s work among the minds of our youth. This would be implemented by organizing seminars, mathematics quiz etc through out the length and the breath of the country. Also, the society has decided to honour the best student in the annual mathematics Olympiad with conducted at our premises, grants and scholarships. A library will be maintained to encourage students to pursue mathematical and physical sciences. Lectures by university professors and active researchers will also be conducted for the above motive. In the future, our center will grow into active research center where higher research work in pure physical and mathematical sciences can be pursued.

23/04/2025

Interference of Light Waves

19/04/2025

Gauss Law Applications

20/05/2023

Johannes Kepler was a German astronomer and mathematician who made significant contributions to our understanding of planetary motion. He formulated three fundamental laws of planetary motion, known as Kepler's Laws, which describe the motion of planets around the Sun. Here's a brief overview of how Kepler discovered his laws:
Kepler's First Law (Law of Ellipses):
Kepler rejected the prevailing belief in circular orbits and began studying the orbit of Mars extensively. He obtained a large dataset of precise measurements made by his predecessor, Tycho Brahe. By analyzing this data, Kepler observed that the orbit of Mars did not follow a perfect circle but was instead an ellipse with the Sun located at one of its foci. This discovery led to his formulation of the Law of Ellipses, which states that the planets move in elliptical orbits with the Sun at one of the foci.
Kepler's Second Law (Law of Equal Areas):
While studying the motion of Mars, Kepler noticed that the planet moved faster when it was closer to the Sun and slower when it was farther away. To understand this pattern, he divided the orbit into equal time intervals and measured the areas swept out by the line connecting the planet to the Sun during each interval. Kepler discovered that these areas were equal in size for equal time intervals. This finding became known as the Law of Equal Areas, which states that a planet sweeps out equal areas in equal times as it orbits the Sun.
Kepler's Third Law (Harmonic Law):
Kepler was interested in finding a relationship between the orbital periods of planets and their distances from the Sun. After extensive calculations and analysis, he discovered a mathematical pattern. Kepler found that the square of a planet's orbital period is proportional to the cube of its average distance from the Sun. This relationship became known as Kepler's Third Law, or the Harmonic Law. It can be expressed mathematically as T^2 = k * R^3, where T represents the orbital period, R is the average distance from the Sun, and k is a constant that varies for different planetary systems.
Kepler's laws revolutionized our understanding of celestial mechanics and provided a solid foundation for Isaac Newton's development of the law of universal gravitation. Kepler's meticulous observations and mathematical analysis paved the way for significant advancements in astronomy and physics.
Devoted to John Kepler who spent his 40 years 14700 long nights and 20 years 7350 days analyzing data for this laws
I really salute to you Mr. Kepler

https://youtu.be/oR4vkYAwOXM
08/05/2023

https://youtu.be/oR4vkYAwOXM

Physics and Mathematics Books for Sarabhai Physics AnswerIn this video, I am showing physics and mathematics books for giving responses to a comment. I have ...

https://youtu.be/TCFrkDpHFWA
08/05/2023

https://youtu.be/TCFrkDpHFWA

Tangent and Normal of a Curve | B.Sc 1st Sem | CCS University| Problem 02 | MathematicsIn this video, I solved a problem to find out the tangent and normal o...

06/12/2021

Dirac Delta as limiting form of Gaussian Function

10/03/2021

Motion of a moving particle is considered to be one of the most instructive and useful physical systems one can study. In a real world case, such systems may exhibit immense complexity and intractability. But if we are lucky, we may be able to isolate the moving particle from unwanted

10/01/2021

Concrete in some Roman piers is not only still viable today but stronger than it ever was. Its secret sauce? Seawater.

08/01/2021

Ptolemy was an ancient astronomer, geographer, and mathematician who lived from (c. AD 100 – c. 170). He is most famous for proposing the model of the "Ptolemaic system", where the Earth was considered the center of the universe, and the stars revolve around it. This was the generall...

Address

Ghaziabad
201003

Alerts

Be the first to know and let us send you an email when रामानुजन शोध संस्थान posts news and promotions. Your email address will not be used for any other purpose, and you can unsubscribe at any time.

Contact The School

Send a message to रामानुजन शोध संस्थान:

Share

Category