The application of gravitational wave (GW) detections to probe and understand the dynamics of compact binaries in the strong gravity regime is dependent on two ingredients (i) construction of a bank of waveform templates to analyse the data observed in the detectors through match filtering and (ii) performing a Bayesian analysis on the detectors’ data using these waveform templates to infer the properties of the system. Consequently, this thesis is divided into two parts; (i) construction of an analytical waveform model within the EOB formalism for massless scalar-tensor theories, and (ii) improving inference of properties of neutron stars using the GR-based waveform approximants for our analysis.

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Conclusions

  • Tamanna Jain

摘要

The application of gravitational wave (GW) detections to probe and understand the dynamics of compact binaries in the strong gravity regime is dependent on two ingredients (i) construction of a bank of waveform templates to analyse the data observed in the detectors through match filtering and (ii) performing a Bayesian analysis on the detectors’ data using these waveform templates to infer the properties of the system. Consequently, this thesis is divided into two parts; (i) construction of an analytical waveform model within the EOB formalism for massless scalar-tensor theories, and (ii) improving inference of properties of neutron stars using the GR-based waveform approximants for our analysis.