Relativistic spherical stars reformulated

Physics

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Einstein Equations, Field Theory (Physics), Ideal Fluids, Relativity, Spheres, Stellar Models, Density Distribution, Pressure Distribution, Quadratures, Space-Time Functions, Stellar Structure

Scientific paper

The problem of finding static, spherically symmetric, solutions of Einstein's equations for a perfect fluid is reformulated. A field equation connecting the pressure and density and free of metric components is obtained. Upon finding a solution of this field equation, the metric components are then obtained by quadrature. A solution-generating technique is developed which yields physically valid pressure-density configurations for adiabatically stable stars. Analytic solutions are obtained for the pressure, density, and metric components.

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