Gravitational Waves and the CMB

Lead Research Organisation: University of Nottingham
Department Name: Sch of Physics & Astronomy

Abstract

The discovery of gravitational waves by the LIGO experiment has led to considerable excitement. The Cosmic Microwave Background (CMB) is capable of detecting gravitational waves of much lower frequency. Primordial gravitational waves, for example, have been well studied and constrained by the large angle polarisation of the Planck and BICEP2 experiments. However, a gravitational wave background with intermediate frequency (in the range ~10^-15 to 10^-10 Hz) is also detectable by the CMB. This signal is expected to act like massless particles in the short wavelength approximation, although will depend on the frequency and initial conditions (e.g. if the gravitational waves are produced by cosmic strings or some other phase transition, cyclic models, reheating of the inflation). The first part of this project will explore the signatures of these different processes in the CMB, and will obtain a limit of the energy density of gravitational waves as a function of frequency. The second part of the project will relate these bounds to parameters describing a network of cosmic strings. Cosmic strings are expected to form in the early Universe, and will lead to a stochastic background (as well as a transient signal) of gravitational waves. The aim here is to study how the modelling of the string network influences the gravitational wave signature.

Publications

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Studentship Projects

Project Reference Relationship Related To Start End Student Name
ST/N504208/1 01/10/2015 31/03/2021
1792820 Studentship ST/N504208/1 01/10/2016 12/05/2020 Thomas Clarke
 
Description A new method for constraining gravitational waves from the early Universe and updated/improved constraints using existing methods. Gravitational waves are an important probe of the early Universe and offer the potential of revelatory understanding of the Universe.
Exploitation Route Reproduction of the approach for upcoming data sets will offer tighter constraints. There are also certain areas where the approach could be improved or be more generally applicable (e.g. including perturbations calculated via backreaction). These are detailed in my publication and thesis.
The Hubble constant problem was also discussed in my thesis and a model-independent approach to modification of the background expansion was detailed. This will be useful with further data.
Sectors Aerospace, Defence and Marine