On physical values in various systems of reference

The equations of coupling between the chronometrically- invariant (CI) values of different systems of reference (SR) are obtained by means of recounting covariant components of 4-tensors. Application of the orthometrical form of monade formalism (of m.f.) is illustrated in the case of arbitrary 4-tensor of the second degree. CI tensors of S tilde-SR are compared with CI tensors of S-SR included in the coupling equation. Coupling equations between the metrical CI characteristics of S-SR and S tilde-SR are obtained. Found are the coupling equations between the CI components of arbitrary 4-vector which are specified for the cases of single time-like and isotropic vectors. The formula of angular distance between two radiation sources measured by an observer moving relatively to the S-SR is derived. Some concrete applications of the obtained results are pointed out