狭义相对论矛盾方程探讨

The contradiction equations in the theory of relativity

研究洛伦兹变换关系式与狭义相对论的关系,采用2种不同的方法分别揭示在狭义相对论中存在的矛盾方程.第1种方法是将坐标系S原点O和坐标系S′原点O′对应的参数值分别代入洛伦兹变换关系式x′=γ(x-vt)和x=γ(x′+vt′)中,得到矛盾方程;第2种方法是采用狭义相对论的结论"动钟变慢"的推导过程进一步重新推导,得到矛盾方程,从而证明狭义相对论在逻辑上是值得商榷的.

In order to study the relations between Lorentz relation and relativity, two different methods were adopted to discover contradiction equations in the theory of relativity. When the parameters in Lorentz relation x′=γ（x-vt） and x=γ（x′＋vt′） were displaced with the numerical values of the origin O and origin O＇, the contradiction equations were obtained. Then, when the process of the conclusion of moving clock being slowed, which gained by Einstein was repeated, the other contradiction equations were obtained. The results show that the relativity is self-contradictory.