Geodesic deviation in pp-wave spacetimes of quadratic curvature gravity
Edgard C. de Rey Neto
Abstract
We write the equation of geodesic deviations in the spacetime of pp-waves in terms of the Newman-Penrose scalars and apply it to study gravitational waves in quadratic curvature gravity. We show that quadratic curvature gravity pp-waves can have a transverse helicity-0 polarization mode and two transverse helicity-2 general relativity-like wave polarizations. A concrete example is given in which we analyze the wave polarizations of an exact impulsive gravitational wave solution to quadratic curvature gravity.
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