(adsbygoogle = window.adsbygoogle || []).push({}); The distance-dependent nature behind lorentz "time-transformation"...

The Lorentz transformation give sush an equation:

t = y(T-ux/c^2).

t = "time-point" where an eventZ happens in a moving frame

T = "time-point" where the event Z happens in a stationary frame.

u = relative velocity.

I am wondering that why the t is dependent on x. Somebody tell me that the distance-dependent is an outcome of the Lorentz transformation (i.e. we have derived it, and we accept it, EVEN THOUGH we really dont understand the MECHANISM in the PROCESS in which nature work( or how Lorentz transformation work))

In my opinion, the answer given by that guy is somehow make me uncomfortable, it is just like when we apply a programming language( let's say C++), we just need to KNOW THE RULES, but no need to UNDERSTAND how the mechine language (or the computer) operate. In other words, we use it and treatit as a "black box."

How can we learn and understand nature in this way?

Can anybody tell me HOW TO INTERPRET the distance-dependence nature in the Lorentz transformation, for t = y(T-ux/c^2) ?

Thanks a lot in advance.

Twukwuw

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# The distance-dependent nature behind lorentz time-transformation

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