Relativity Theory



                 In 1905, the great physicist, Albert Einstein, put forward a new theory called "The Special Theory of Relativity".
              It is very simple and it says only these two principles

            
                      1.  The laws of physics are the same in all inertial system.
                  2.  There is a speed limit, and it is the speed of light.  

                  Suppose two inertial systems, one of which, S, is the rest system and another, S', is moving at the velocity v to S.

                                                                                       
                                                              images from
http://casa.colorado.edu/~ajsh/sr/time.html
                                                                                    Images of relative motion
       
                       In above pictures, red and blue represent S and S', white balls moving are light, green boards are mirrors.
               Since the speed of light is constant,

                                                                               (ct)
2 = (vt)2 + L2                                                                             (1)

                                                                               ct' = L                                                                            (2)

            
  where t is the time on S, t' is the time on S', c is the velocity of light, L is the distance between the red ball and
               the mirror.
Calculating  this phenomenon mathematically, the following equation about the time is derived.
 
                                                                               dt' =(1- (v/c)
2 )1/2 ·dt                                                         (3)

                     This equation says that the speeds of the time are different if the systems are not the same.


< Links to other pages >


Home

Relativity Theory

In the case of Ms.Anderson

Effects on different occupations

Conclusion

Bibliography