一维静态惯性场中的相对论

利用局部惯性系讨论了非惯性系中的光速。利用惯性系时间的均匀性，证明了非惯性系中因惯性场的存在而造成的时间非均匀性。利用狭义相对论导出了一维惯性场的度规函数，并将其用于匀可惯性场，获得了匀强惯性场的零世界线微分方程和光速函数。分析了匀强惯性场中的非欧几里德平面几何后的弯曲图象；通过积分求得了匀强惯性场的光锥曲线族方程，并在二维时空超平面上获得光锥图，从中看出了度规函数依赖于参照系选择的特征和超光速变换的不可能性。

THE THEORY OF RELATIVITY FOR ONE DIMENSIONAL INERTIAL FIELD

Using local inertial frames,the speed of light in un inertial systems is discussed.Then,using the constant rate of clock in inertial system,the un constant rate of clock made by existence of inertial field is proved.After that,using the theory of Special Relativity,the gauge functions of one dimensional inertial field are derived by the gedanken experiment.And then using them in the constant inertial field,the equation of zero world line and the function of speed of light are got.At last,the curved surface of un Enclidean Space of constant inertial field is analyzed,the equation of light cone and its picture on the two dimensional extra plane of space and time are got by integration.From them,it can be seen that the gauge functions rely on the choice of frame of reference and the change in the speed of superlight in vacuum space is impossible.