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Topics in Gravitational Wave Physics

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Figure 2.1: A plot of pclipping approximation) on a mirror with radiusgauss(r/b) and pmesa(r/b) for beams with 1 ppm diffraction losses (in the R = 17 cm
Figure 2.2: A log-log plot of the Gaussian beam-width parameter wclipping approximation
Figure 2.3: The scaling of thermal noises with beam width w for Gaussian beams in the infinite-test-mass (ITM) approximation
Figure 2.5: The improvement in amplitude sensitivity when mesa beams are used instead of Gaussianbeams
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The scaling laws and prior research on them Framework and results The static, axisymmetric part of the perturbation Phase shift between the tidal bulge and the moon Newman-Penrose quantities for Kerr E ˙ ∞ with a reflective inner boundary condition Choice of orbital frequency and radial velocity Appendix B: Errors caused by finite-length waveforms The initial value problem Nonspinning, non-eccentric binary-black-hole initial data

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