The Schluter distribution: theory and simulation

Shutler PME; Springham SV; Martinez JC

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The Schluter distribution: theory and simulation

机译：Schluter分布：理论与模拟

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The distribution of molecular speeds for a hard spheres gas in the microcanonical ensemble follows the Schluter distribution when the number of molecules is small, converging to the classical Maxwell distribution in the large number limit. We present a derivation of the Schluter distribution, obtained from Khinchin's derivation of the factorization of the density of states, which is simpler and shorter than those currently available. We also verify its predictions for three-dimensional (3D) hard spheres using a desktop computer simulation, whereas previous studies have simulated only 2D hard discs.

机译：当分子数量少时，微规范集合中硬球气体的分子速度分布遵循Schluter分布，在数量上限时收敛到经典的Maxwell分布。我们提出了Schluter分布的推导，该推导是从Khinchin的状态密度因式分解推导获得的，它比当前可用的方法更简单，更短。我们还使用台式计算机模拟验证了其对三维（3D）硬球的预测，而先前的研究仅模拟了2D硬盘。

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《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 |2007年第5期|共4页
作者
Shutler PME; Springham SV; Martinez JC;
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正文语种 eng
中图分类物理学;
关键词
PARTICLE-SYSTEMS;

机译：粒子系统;

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The Schluter distribution: theory and simulation

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