01 January 1970 4 3K Report

Length Contraction is normally explained by Einstein's Special Relativity. However, only until the traveling speed is close to the light speed, length contraction can not be recognized by the traveler.

On the other hand, when a human observer travels along a linear object from one end Point A (the closer end of the object) at an angle α and speed V1. Due to human visual memory (1/30 seconds), observer can see simultaneously the photon from adjacent Point A (in memory) and the photon from the far end of the object Point B (both are stationary to the reference point on the object). Therefore, a length of the object L1 (= Ct1) can be observed by the traveler which is smaller than the length of the object L (= Ct) measured on ground in the area (L1 < L).

As a result, for the same angle (α), traveler with higher speed (V1 > V2) can find larger length contraction and smaller length of object (Ct1 < Ct2). Even more, for the same speed (V2), traveler with smaller angle (β < α) can also find larger length contraction and smaller length of object (Ct3 < Ct2). However, for a very low speed (V→ 0), the length of the object observed by the traveler is about the same as that observed on ground (Ct = L). Furthermore, for any V/30 and Ct combination outside the Ct = L circle, the length of the object observed by the traveler is bigger than the length L observed on ground. In other words, Length Expansion can also be found by the observer traveling with a large angle and speed away from the object.

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