The Revolutionary Equations That Transformed The World Around Us

Mathematics is all around us, and we all know, it has shaped our understanding of the world in countless ways. The world's most talented minds have laid the foundation for the study of the universe using mathematics. It has been certified in history that an equation is sufficient to convert speed and direction of human progression. Introducing some of such equations.

1. Pythagorean Theorem

It is an ancient theorem that was presented 570-495 BC and it is considered the fundamental law of Euclid geometry. It defines the relation between the corn, perpendicular and the base of a right triangle.

2. Maxwell's equation

The group of equations of James Clark Maxwell shows how electrical and magnetic fields affect each other by charge and electric current. These equations were published in 1861-62. These equations are given the same place in the electromagnetic field, which is given in the classical mechanics of Newton's gravitational rule.

3. The rule of universal gravitation by Neuton

The Law of Neuton describes how the planet moves, how gravity works on the earth and in the whole universe. This rule was published in his book, Principia, in July 1687, before the introduction of Einstein's theory of relativism in 1905, this rule has been used for 200 years.

4. The theory of relativism by Einstein

Einstein's biggest contribution is defining the relationship of space and time. He presented this theory in the form of the theory of relativity in 1905, and this theory changed the path of physics and deepened human understanding of the past, present and future of the universe.

5. Skrodinger's Equation

This equation shows how quantum situation of a single quantum system changes according to time. It was presented by Austrian scientist Erwin Scruddinger in 1926 and this equation defines the behavior of atom and atomic particles in quantum mechanics. This equation has resulted in the development of nucleus energy, electron microscope and quantum computing.

6. Information Theory

Information concept or Information Theory is the branch of mathematics in which the information is changed in the form of a signal and quick transfer of information is studied. This principle is used to create information compression and information path. As a result of this principle, the technology of Internet and mobile phones has evolved.

7. Chaos Theory

This is the branch of mathematics that studies the complex systems which are also very sensitive for subtle changes in the circumstances. In essence, this theory states that changes from the microscope can also leave a big impact. This theory is used everywhere, such as meteorology, sociology, physics, computer science, engineering, economics, biology and philosophy.

8. Second law of thermodynamics

This rule, proposed by Rudlulf Classius, shows that the energy always flows towards lower density than the high density. This rule also states that whenever the change or flow of energy it becomes less useful. It was proposed in 1605 and on the basis of it the development of internal combustion engine, choreogenics and power generation has happened.

9. Logaritham

John Napier's development of logarithm was done to simplify the calculations in the beginning of the 17th century. Logrithim answers the question, how many times X will be multiplied by Y. The logarithm was used by sailors, scientists and engineers. In modern times, this work is done by computer and calculator.

10. Calculus

The equation given in the diagram is the definition of derivative calculus, which is one of the two branches of calculus. Derivatives measure the rate of change coming in any quantity, if you are walking at a speed of 2 km / h, then the rate of change in your condition is two km in two hours. With the help of Newton's calculations in 1600, the rules of motion and the laws of gravitation were developed.

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References for Text and Images:

1. https://www.online-sciences.com/physics/newtons-universal-gravitation-law-circular-motion-factors-affecting-the-gravitational-field-intensity/
2. http://geologyfreak.com/2017/05/24/proving-einstein-right-using-the-most-sensitive-earth-rotation-sensors-ever-made/
3. https://blog.adafruit.com/2014/12/02/the-long-road-to-maxwells-equations/
4. https://study.com/academy/lesson/pythagorean-theorem-proof-lesson-for-kids.html
5. http://slideplayer.com/slide/4748360/
6. http://www.open.edu/openlearn/science-maths-technology/mathematics-and-statistics/mathematics-education/maths-science-and-technology/content-section-1.7
7. https://www.khanacademy.org/math/integral-calculus/fundamental-theorem-of-calculus-ic
8. https://www.quora.com/topic/Schr%C3%B6dinger-Equation
9. https://thatsmaths.com/2014/12/18/information-theory/
10. http://wiki.tcl.tk/11887

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