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On the motion of spinning test particles in plane gravitational waves

M Mohseni1, Robin W Tucker2 and Charles Wang2

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The Mathisson-Papapetrou-Dixon equations for a massive spinning test particle in plane gravitational waves are analysed and explicit solutions constructed in terms of solutions of certain linear ordinary differential equations. For harmonic waves this system reduces to a single equation of Mathieu-Hill type. In this case spinning particles may exhibit parametric excitation by gravitational fields. For a spinning test particle scattered by a gravitational wave pulse, the final energy-momentum of the particle may be related to the width, height, polarization of the wave and spin orientation of the particle.


PACS

04.30.Nk Wave propagation and interactions

02.30.Hq Ordinary differential equations

MSC

83C35 Gravitational waves

Subjects

Mathematical physics

Gravitation and cosmology

Dates

Issue 15 (7 August 2001)

Received 12 April 2001

Published 18 July 2001



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