点旋转坐标系的奇异变换及其实验验证
The strange transformation for point rotation coordinate frames and its experimental verification
摘要：
我们考虑点旋转坐标系线性变换的一般形式。框架在每一点上都有旋转轴。在变换中，一帧相对于另一帧的频率不等于反向频率。利用正变换和逆变换的对称性以及坐标系的对称性，我们证明了两种不同类型的变换是可能的。第一类是洛伦兹变换的推广。这种情况在光学测量中无法检查。与此相反，第二种不寻常的类型使我们能够在光学实验中观察到变换的结果，即使变换中固有的特征常数小于10^{-23}秒量级的“核时间”。我们描述了实验。
英文摘要：
We consider the general form of the linear transformation for point rotation coordinate frames. The frames have the rotation axis at every point. In the transformation the frequency of one frame relative to another is not equivalent to the reverse frequency. Using symmetry of the direct and reverse transformation as well as symmetry of the frame coordinates we show that two different type of the transformation are possible. The first type is a generalization of the Lorentz transformation. This case can not be checked in optical measurements. In contrast to that the second unusual type allows us to observe consequences of the transformation in an optical experiment even though the characteristic constant inherent in the transformation is less than "nuclear time" of the order of 10^{-23} sec. We describe the experiment.
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