Tuning the properties of matter to any chosen dynamical behavior in cosmological models with elastic media.

Mathematics – Mathematical Physics

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Universe: Space-Time

Scientific paper

The field equations governing Bianchi type I space-times having elastic media as sources are constructed. Such equations turn out to be a system of three ordinary differential equations for the three independent components of the gravitational field. Plane symmetric and Robertson-Walker space-times are also discussed, and some examples of solutions are given. In the Robertson-Walker case, it turns out that it is possible to "tune" the elastic constitutive equations in such a way that any "required" behavior of the scale factor may be obtained. This feature closely resembles the scalar-field dominated case.

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