On the Contribution of Primordial Gravitational Waves to the Cosmic Microwave Background Radiation Temperature Anisotropy.

Mathematics – Logic

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Scientific paper

The effect of primordial gravitational waves produced in inflationary cosmologies on the temperature anisotropy of the cosmic microwave background radiation is studied. The Sachs-Wolfe formula for temperature anisotropy produced by gravitational wave or tensor perturbations is derived, and quantized gravitational wave perturbations for the linearized theory of quantum gravity are discussed. The two-point angular correlation function for temperature perturbations on the celestial sphere in a perturbed, spatially -flat Friedman-Robertson-Walker cosmology is derived using quantum field theory in curved space techniques. Two perturbed Friedman-Robertson-Walker cosmologies are studied. It is shown that standard formulas in the literature for the two-point angular correlation function are long wavelength approximations to an exact formula. It is shown that the temperature anisotropy multipole moments < a_sp{l}{2}> are larger for a Friedman-Robertson-Walker cosmology that contains both pressureless dust and radiation and is not completely dust dominated at the last scattering surface. The instantaneous-recombination assumption is discussed, and it is shown that one may model a more realistic recombination history in a straightforward way. It is shown that the temperature anisotropy multipole moments < a_sp{l}{2}> for large l are smaller for cosmological models with a more realistic recombination history.

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