The zero-helicity waves in a Brans-Dicke cosmology

Statistics – Computation

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Computational Astrophysics, Cosmology, Gravitation Theory, Gravitational Fields, Universe, Distribution Functions, Perturbation Theory, Relativity, Scalars, Vlasov Equations, Wave Equations

Scientific paper

The gravitational instability of a cosmological model in the presence of a scalar field is studied using the Brans-Dicke theory to describe the gravitational interaction. Using an isotropic distribution function to describe the matter of the universe and assuming a 'de Donder type' gauge condition, the wave equation is solved for the perturbed gravitational field. Here, as in the case of general relativity, the gravitational field is completely classified by its spin and helicity. By using the two-timescales method the perturbed equation for zero helicity waves is solved for the case p = 0 and the time behavior of the density contrast is shown. The result shows that the density perturbation grows slightly faster than previously shown by general relativity. This effect is associated with the presence of the scalar field. However, this growth is not explosive.

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