A versatile method for obtaining structures of rapidly rotating stars

Statistics – Computation

Scientific paper

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Computational Astrophysics, Self Consistent Fields, Stellar Rotation, Stellar Structure, Angular Momentum, Equations Of State, Iteration, Polytropic Processes, White Dwarf Stars

Scientific paper

A new two-dimensional computational method for obtaining structures of rapidly rotating stars and gas disks is formulated. This is a variant of the self-consistent field (SCF) method. The original SCF methods have an important drawback in that the iteration does not converge for the case of high T/absolute value of W, where T is the total rotational energy and W the gravitational energy. The present new method removes this defect and facilitates the calculation of structures, such as ring, core-ring, and very flat disk, effectively and economically. Equations of state of two types are studied in the present paper: those for polytropic stars and those for zero-temperature white dwarfs.

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