by Wm. Robert Johnston
last updated 29 July 2001
In the 1880s Michelson and Morley had attempted to measure hypothetical changes in the speed of light as the Earth moved around the Sun. At the time, light was believed to be a wave in a medium referred to as the ether. According to classical physics, the speed of light should measurably change as the Earth moved around the Sun. To their surprise, no variation in the speed of light could be detected.
Fitzgerald and Lorentz attempted to explain these results in the 1890s as the result of a change in the length of a moving object, measured along the direction of travel. The Lorentz transformations were one of several explanations of the results.
Einstein's special relativity invoked two postulates:
He showed that the Lorentz transformations followed mathematically from these assumptions, thus providing an explanation for the results of the Michelson-Morley experiment. Special relativity predicted that for an object traveling at speeds near the speed of light, time would slow down and length would contract. Additionally, as the speed approaches that of light, momentum will increase towards infinity. This last phenonema is sometimes interpreted as an increase in mass; it leads to the equivalence of mass and energy described by E=mc². A basic derivation of the Lorentz transformations requires no more math than second-year algebra, as you can see by clicking here for an introduction and more discussion of these aspects of relativity.
Special relativity also declared that space and time were not separate concepts, but intertwined or equivalent concepts:
If you are moving relative to me, then your time is a mixture of my space and time, and vice versa.(This will be discussed more in the context of general relativity.)
These predictions are experimentally confirmed by many experiments and observations, including:
To continue on to an overview of general relativity, click here.
© 2001 by Wm. Robert Johnston.
Last modified 29 July 2001.
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