Travel of Light from A to B The Flaw Here we derive the time interval tB - tA of the travel of the photon from end A to end B of the rod. During the movement of the rod its end A moves according to the following law of motion (classical Newton's law of motion) A(t) = A(tA) + v(t - tA), the point A being at point A(tA) in the stationary system at the moment tA. Then, the law of motion (classical Newton's law of motion when the source of the photon is at rest with the stationary system) of the photon before reaching B is F(t) = F(tA) + c(t - tA) where the photon F is in point F(tB) at the moment tB. We know, from the condition of the problem, that the photon F at the moment tB will be in the point F(tB) = F(tA) + c(tB - tA) (recall that for any moment t the photon F will be in the point F(t) = F(tA) + c(t - tA) or F(t) = A(tA) + c(t - tA) because F(tA) = A(tA)) When we see where point A is at the moment tB we obtain A(tB) = A(tA) + v(tB - tA) Let us now calculate the distance between A(tB) and F(tB) at the moment tB. We write: F(tB) - A(tB) = A(tA) + c(tB - tA) - A(tA) - v(tB - tA) = (c - v)(tB - tA), However, when at time tB the photon reaches B the position of the photon and B coincide, therefore then F(tB) = B(tB). Also, B(tB) - A(tB) = rAB -- See here why ... Therefore, tB - tA = (B(tB) - A(tB))/(c - v) = rAB/(c - v), or tB - tA = rAB/(c - v) The above formula invalidates the second postulate at once We do not need to go far to see the contradiction between the absolute truth that Newton's mechanics is the valid mechanics in the stationary system on the one hand and on the other the requirement of STR that that the light always propagates in free space with a constant velocity c = cons which is independent of the state of motion of the emitting body (second postulate of STR) That contradiction is seen at once when inspecting the above-derived quantity tB - tA in the formula tB - tA = rAB/(c - v), a formula given by Einstein himself in §2 of the 1905 paper. In this formula the quantity tB - tA is exactly the time interval for which nothing else but light travels from the one end A to the other end B of a rod having length rAB. Therefore, the meaning of the quantity (c - v) can only be velocity of that light. This is in direct contradiction with the second postulate requiring the velocity of light to be c = const under all circumstances. According to the second postulate it should be of no significance whether or not the rod moves when the light travels from its one end to its other end. The distance rAB, which is the length of the rod, should always be traveled by light with one and the same velocity c = const which, according to the second postulate, should be the velocity of light when traveling along any distance. The distance traveled by light should have no significance. If the velocity of light is postulated to be always c = const then every distance, including the distance rAB, must necessarily be traveled with velocity c = const by the light and not with velocity (c - v) (or with velocity (c + v)) as the formulae adopted by Einstein suggest.