Pressure Distribution and Pumping Delay Time in Short-Spacing Parallel Planes

Y. Saito, Y. Sato, N. Matuda
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引用次数: 3

Abstract

The two-dimensional pressure distribution and pump-down performance between two parallel planes having a short-distance were simulated by a Monte-Carlo method, assuming the cosine-law for desorbing molecules. The distribution results were compared with those calculated by a diffusion model. The surface hitting number per molecule was also counted, and the delay time of the pumping process was evaluated by multiplying the hitting number and the surface sojourn time. The experimental observation for the delay time was compared with the calculated ones
短间距平行平面的压力分布与泵送延迟时间
采用蒙特卡罗方法模拟了两个距离较近的平行平面之间的二维压力分布和抽吸性能,并假设了分子解吸的余弦定律。将分布结果与扩散模型计算结果进行了比较。计算每个分子的表面撞击次数,并通过撞击次数与表面停留时间的乘积来评估泵送过程的延迟时间。将延迟时间的实验观测值与计算值进行了比较
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