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利用Skyrme力和半经典近似,推导了有限温度自洽半经典(FTSCSC)方程,即通常所说的Euler-Lagrange方程。利用虚时迭代方程对此方程作数值求解,以确定热核的核子密度,并研究其部分静态性质。The finite temperature self-consistent semiclassical equation is derived with the utilization of Skyrme force and semiclassical approximation. This equation is solved numerically by employing the imaginary time step method. The nucleon densities of some hot spherical nuclei are determined and the RMS radii are calculated.
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