An earlier page discussed two conclusions of Einstein's Theory of Relativity:
| The second statement above needs a bit more clarification. Some intangible things, such as shadows or projections, can move faster than c. (Suppose you could make an incredibly powerful laser that could shine all the way to Pluto. If you swing the laser, the location of the laser spot on Pluto would move much faster and could conceivably have a speed exceeding c.) Einstein's ultimate limit on speeds refers to the speed at which information can move from one point to another. Thus no physical particle can travel faster than c, lest information carried by that particle travel faster than c. (Using the previous example, the moving laser beam still has to travel to Pluto before the spot there will move, so the information "I have moved my laser" still does not travel faster than c.) This is why c is often called the ultimate speed limit of the universe. This limit, however, does not constrain the rate at which information is transferred but only the delay between the time at which information is sent and when it is received. The factors limiting the amount of information sent are discussed in the module on signal transfer. | ![]() |
Note: Saying that no particles move faster than c does not mean that no particles will ever travel faster than light. In water, for example, light slows down more than some high-energy electrons do. Thus an electron may travel faster than light in water, although no electron will ever travel faster than c.
Another implication of the first statement above is that
any measurement of c will yield the same value, even if two measurements
are done in environments moving relative to each other. A scientist
in a rocket moving at a constant speed away from earth will measure the
speed of light in vacuum to be c, as will a scientist on earth who
measures the speed of light in c inside the rocket. Further
discussion of this topic is outside the scope of this module, but the inquisitive
reader is encouraged to read more about it in some of the References.
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medium to another? Continue to the next page to find out! |
Copyright © 1999-2004 Doris Jeanne Wagner and Rensselaer Polytechnic Institute. All Rights Reserved.