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The SUPERTIME is a parameter determining a distance between two points in the FER
and it is described in the FER with a following relation: The SUPERTIME does not depend on the trajectory. It is identical for the both trajectories in this picture While the SUPERTIME does not depend on the shape of the trajectory, then the time does. The longer trajectory (between the two points), the shorter time passed in the frame of the body moving along this trajectory |
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The dependance between the SUPERTIME - T -, the proper time - t' - of the observed (moving) object and the distance - xi - can be written as follows: ![]() In the case of pair: observer - observed object, the time of the observer s is equal to the SUPERTIME T. This is valid only for moving along straightlines It can be said: The bigger distance passed by the body in space, the lower distance passed by the body in time The incresae of the SUPERTIME can be divided between the two components: the increase of a distance passed in space and the increase of the proper time T = t*exp[i(π/2 - ϕ)] |