# SR is that nothing can move faster than light

1. Feb 16, 2009

### nieuwenhuizen

Can somebody explain my error to me?

1. The base of SR is that nothing can move faster than light, c + v == c,
c - v = c

2 The next step many authors do is proving non-existance of simultaneity by
on observer at the platform versus one in a fast train. Flash from the
front, to be received at the tail, which is. they say "racing toward the
rays". Conclusion: Speed of approach is $c+v$ so that
$$( c + v ) \cdot \Delta t = L$$
Combination with a forward flash [ c - v ] leads to

$$\frac{1}{c+v} + \frac{1}{1-v} = \frac{1}{c^2 - v^2 }$$

Why does this not contradict the base - statement 1 ?

Thanks to the one that does.

Nieuwenhuizen, J.K.
2009-02-16T15:36

2. Feb 16, 2009

### nieuwenhuizen

I am new to this and this is only to find how a reaction is handled. Sorry

3. Feb 16, 2009

### ZikZak

No body can travel at greater than c, but there's no problem with the distance between two moving bodies closing at more than c. Two bodies approaching each other, each at nearly c in the observer's frame, will close distance at nearly 2c. Of course, in the frame of reference of one of the bodies, the distance is closing at nearly c, not nearly 2c, because all of the motion is in the other body, which cannot travel faster than c.

4. Feb 16, 2009