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Experimental and Real Coordinates in Space-Time Transformations

机译:时空变换中的实验坐标和实坐标

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The experimental (apparent) space-time transformations connect coordinates altered by length contraction and clock retardation. When clocks are synchronized by means of light signals (Einstein–Poincaré procedure) or by slow clock transport, the experimental space-time. transformations assume the mathematical form of the “Extended space-time transformations”.(4) These reduce to the Lorentz–Poincaré transformations when one of the frames they connect is the fundamental inertial frame. If the synchronization procedure were perfect, the experimental space-time transformations would assume the form of Selleri’s inertial transformations.(5) The real space-time transformations are those which are disclosed when the systematic measurement distortions are corrected.
机译:实验性(表观)时空变换连接了因长度收缩和时钟延迟而改变的坐标。当通过光信号(爱因斯坦-庞加莱程序)或慢速时钟传输使时钟同步时,则为实验时空。变换假定为“扩展的时空变换”的数学形式。(4)当它们所连接的框架之一是基本惯性框架时,这些变换可简化为洛伦兹-庞加莱变换。如果同步程序是完美的,则实验时空变换将采用塞勒惯性变换的形式。(5)实际时空变换是在校正系统测量失真时公开的变换。

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