Gravitational Waves from Inflation
Author(s) -
Maria Mylova
Publication year - 2020
Language(s) - English
Resource type - Dissertations/theses
DOI - 10.23889/suthesis.56907
Subject(s) - physics , gravitational wave , cosmic microwave background , gravitational wave background , gravitation , scalar (mathematics) , tensor (intrinsic definition) , cosmology , theoretical physics , bispectrum , classical mechanics , spectral density , quantum mechanics , geometry , mathematics , anisotropy , statistics
The focus of this work is on the topic of gravitational wave cosmology. We look for new observational signatures for primordial gravitational waves and especially for frameworks that can produce an enhanced tensor spectrum. In such cases, the gravitational wave energy density can enter within the sensitivity curves of gravi-tational wave detectors or it could leave a measurable imprint in the polarization pattern of the Cosmic Microwave Background radiation. This is very important as more sensitive, next generation experiments are expected to make indirect and direct measurements of the primordial stochastic gravitational wave background.Our investigation showed that an enhanced tensor amplitude can be achieved, within the framework of the Horndeski theory, if there is a short period where slow-roll ination is violated. We considered a model of kinetically driven ination where for a short time the scalar eld velocity is heavily time-dependent. During that time the would-be decaying tensor mode becomes a growing mode. Analysis of the bispectrum showed that this can lead to sizeable tensor non-Gaussianities.We also considered possible realizations of the eective eld theory of Scalar-Tensor gravity. In particular, we looked for a setup up of operators that could lead to the enhancement of parity violating eects for tensors. We introduced modications to gravity which enabled us to parametrically approach the scale at which maximal parity violation occurs. Using the mathematical machinery for eective eld theories we showed that sub-leading quadratic operators can become important signalling the presence of the Chern Simons instability. This inevitably implies the existence of non-trivial cubic interactions which could stand the theory strongly coupled at energies not far above the energy scale of ination. Consequently, this can lead to large parity violation in tensor non-Gaussianity.
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