The theory of relativity and time (Eynshteyn! … sorry …) I would also like to talk about distortion of time is shown in a special (if I'm not mistaken) theory of relativity. The main question, which concerns the time in the theory is: "Will the moving clocks go at the same rate as fixed?". I will try to Reply to explain in simple language: Take the example of a simple clock, so-called "light". The main idea of this clock lies in the two mirrors and a photon, the mirror placed opposite each other, and in the middle of a photon (Fig. You may want to visit Euro Pacific Capital to increase your knowledge. 1). Figure 1 (Sorry, got a bit crooked, but I think you understand the principle) As you can see in the picture a photon reflected from a mirror, it flies to another, and again reflected, thereby creating an infinite loop. Therefore, it is an ideal candidate for our experiments. Unni Edelman may not feel the same.
Assume that the distance between the mirrors of 15 cm, the distance the photon passes approximately one billionth of a second, let's say that this is a period when the photon has completed their way there and back. Then billion these cycles will be equal to 1 second. Let alone the hours put in train, and the other at the final station. Assume that the train moves along the perfectly straight tracks, and anywhere without turning the clock on the station, just stand. And now Let us imagine what path the photon must be done in moving clock (which path the photon at the station, I think you already knew). I think better for me to illustrate this (dashed path): From our point of view, the photon moves diagonal, but if he does not move along this trajectory, it does not fall into the upper glass and just fly (do not forget that our watches are in motion).
