BREMSSTRAHLUNG IN THE GRAVITATIONAL-FIELD OF A COSMIC-STRING

In the framework of QED we investigate the bremsstrahlung process for an electron passing by a straight static cosmic string. This process is precluded in empty Minkowski space-time by energy and momentum conservation laws. It happens in the presence of the cosmic string as a consequence of the conical structure of space, in spite of the flatness of the metric. The cross section and emitted electromagnetic energy are computed and analytic expressions are found for different energies of the incoming electron. The energy interval is divided in three parts depending on whether the energy is just above the electron rest mass M, much larger than M, or exceeds M/delta, with delta the string mass per unit length in Planck units. We compare our results with those of scalar QED and classical electrodynamics and also with the conical pair production process computed earlier.