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Timescales and basic equations of stellar structure

2 Timescales and basic equations of stellar structure 5.2.1 Timescales [Pg.154]

Using the self-evident relation (in spherical symmetry) [Pg.155]

It is often convenient to treat all the internal variables as functions of the included [Pg.155]

The first term on the left of Eq. (5.12) vanishes in the absence of external pressure, which leads to the Virial Theorem [Pg.155]

In the absence of nuclear energy sources, a star contracts on a thermal timescale and radiates energy at the expense of gravitational potential energy. Since, by the Virial Theorem, the total energy [Pg.156]


See other pages where Timescales and basic equations of stellar structure is mentioned: [Pg.155]    [Pg.157]   


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