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The Greatness of this theory, The Special Theory Of Relativity, lies in the way it is presented to the world. It is a deviation from the classical mechanics which Newton introduced in 1700's.
This theory when introduced in 1905 created ripples among the scientific community. Most intellectuals present on scene took the theory as just rubbish. In the coming years people were mostly involved in proving the theory worng. But as people started to prove the theory wrong, it began to show the worthness of the proposal. After more than 10 years he put forward the second theory of relativity which gave account for the universe as a whole.
The Special Theory of Relativity when first published, the article didn't include the now-famous equation E=mc2, but later in 1905, he added it to another publication. The theory stated that the speed of light is constant and absolute -- it always goes the same speed, and nothing can go faster than that. In fact, as things travel at speeds approaching the speed of light, strange things happen to them. They get shorter in the direction of travel, their mass increases, and time passes more slowly for them.
The implications of Einstein's theory were strange, but proved true mathematically and in the real world. Experimenters have carried extremely accurate atomic clocks on high-speed jets on around-the-world journeys. And when they compared these clocks to the extremely accurate clocks they left at home, the traveling clock had indeed gone slower and lost time. But by very little. Researchers calculated that going about a quarter of the speed of light would only change mass, length, and time measurements by 1 percent. That means that Newton's ideas and "laws" still work well for local measurements at ordinary speeds.This changes drastically the closer one goes to the speed of light: For an object moving at 6/7 the speed of light, its mass would be doubled. Thus giving credible information.
In Classical physics we have three system coordinates called the cartesian coordinates.or X, Y, Z coordinate system. Time is not considered at all. But Special theory took time also as a coordinate and made a revolutionary approach. The mathematical proof of time as a coordinate was given by Minkowski.. one of great intellectual brains. But he couldnt live long to see the greatness of the theory revealed. In his death bed he had only one sorrow that he couldnt live long to see the theory getting revealed. His work only saved Einstein from the burden to prove that the time as a coordinate.
The theory of relativity says that, any body at any instant of time can be depicted on a four dimensional space with coordinates X, Y, Z and T(time) as axis, and no body will take no two same point at an instant of time. To understand this more clearly lets take an example of a fly flying in a corner of a room. Now we all know that a room corner as a place where three lines or say three walls intersect. So it can be considered as the three of the four dimensions involved and we say it as X, Y and Z. Now say the fly started flying from rest. So if we draw a path in which the fly flies, we can see that the fly will never take two points at an instant of time. This is show in the Figure. This is the basic thought of the Special theory of relativity with respect to time. . For more information on Special and General Theory please click here. This site give you ample details on the subject.
In the General Theory of Relativity which Einstein proposed in 1915 considered gravity as not a force as Newton considered but as due to curvature of space time continuum. He used a thought experiment to compare the force felt from gravity with acceleration. Imagine you are in an elevator and feel what you believe is the force of gravity, holding you to the floor. According to Einstein, since you cannot see outside the elevator, you cannot tell if you are feeling the force of gravity or if the elevator is being pushed toward your feet. Einstein stated that the two forces are actually identical. Furthermore, if you were in the elevator accelerating upward and a beam of light entered the elevator parallel to the floor, the light beam would appear to bend downward. This meant that light, which ordinarily traveled in straight lines, could curve if it traveled across a gravitational field. This curving path of light meant that that "field" was really a curving of space, which Einstein found was inseparable from time. The curvature would be caused by bodies with great mass.
A weak gravitational field indicates nearly flat space-time, and there Newton's theories seem to apply. But a strong gravitational field throws classical predictions off. Einstein postulated three ways this theory could be proved. One was by observing the stars during a total solar eclipse. The sun is our closest strong gravitational field. Light traveling from a star through space and passing the sun's field would be bent, if Einstein's theory were true. If you could see the star during the day, he predicted, it would be in a different place than at night. The only chance to see it during the day would be during an eclipse.
On March 29, 1919, that opportunity came. British Astronomer Sir Arthur Eddington traveled to Pr�ncipe Island off the western coast of Africa. His team photographed starfields during the eclipse and compared the photos with those of the same starfield taken when the sun was not present. Eddington found the apparent location of the stars had shifted, just as Einstein predicted.
General Theory deals mostly with all the macro items that we see in universe. During the development of this theory Einstein was stuck up with mathematical proof which was later taken from reinman's theorems, which he invented about a century earlier led to the completion of the project. It surmises about the existence of black holes and other phenomenon which scientific community was unaware at that time. Later after the advancements in the field of astronomy, the existence of black holes were discovered which led to further strengthening of the theory.
The most interesting part of the theory is the deduction of the famous E=mc2 equation. This famous equation is an outcome of the special theory of relativity. Einstein put the three spatial and time dimensions together in one four-dimensional system where space and time cannot be separated or viewed independently. In that system, energy and mass are really the same. And that is the fundamental point of E=mc2: Energy equals matter times the speed of light squared. You only need a minute amount of matter, say, an atom, to create a tremendous amount of energy. This led to the development and deployment of nuclear weapons. The massive destruction of the Japanese cities Hiroshima and Nagasaki by atomic weapons, made Einstein one of the major opponent of Nuclear Weapons.
Personally i have some apprehentions on this theory espicially the axiom that nothing can travel beyond the speed of light. But it was inevitable. If this axiom is not presented the theory lacks the strength to prove the phenomenas which we see in nature.
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