Gravitational wave polarizations with different propagation speeds
Kristen Schumacher, Nicolas Yunes, Kent Yagi

TL;DR
This paper introduces a model-independent method to extract and analyze multiple gravitational wave polarizations traveling at different speeds, aiding the search for new physics beyond general relativity.
Contribution
It develops a general approach to determine gravitational wave polarizations from metric perturbations, applicable to theories with varying propagation speeds, extending the parametrized post-Einsteinian formalism.
Findings
Method agrees with previous results when all speeds equal light speed
Demonstrates applicability to specific modified gravity theories
Discusses implications for null stream tests in gravitational wave detection
Abstract
In some modified theories of gravity, gravitational waves can contain up to six different polarizations, which can travel at speeds different from that of light. Searches for these different polarizations in gravitational wave data are important because any detection would be clear evidence of new physics, while clear non-detections could constrain some modified theories. The first step toward searching the data for such gravitational wave content is the calculation of the amplitudes of these different polarizations. Here we present a model-independent method to obtain the different polarizations of gravitational waves directly from the metric perturbation in theories where these polarizations are allowed to travel at different speeds. We develop our calculations so that the same procedure works with either the metric perturbation itself or its trace-reversed form. Our results are in…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Geophysics and Gravity Measurements · Geophysics and Sensor Technology
