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Calculation of time-dependent pressure under molecular flow using Monte Carlo method

机译:使用蒙特卡洛方法计算分子流下随时间变化的压力

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摘要

The Monte Carlo method can be used to study the time-dependent pressure in a vacuum system. In the usual simulation process, the test particles are traced and the locations of them are recorded at certain times, while they move and bounce in a vacuum chamber. So the particle numbers at some locations and moments can be obtained and then transformed into pressures using the ideal gas equation. A new method based on Monte Carlo is proposed in this paper. The locations and moments of the collisions between the particles and inner walls of chamber are calculated firstly, and then the locations of the particles at any other time are obtained by interpolation. For simplicity, pressure evolution in a pipe with rectangular cross section is simulated and presented to state this method. (C) 2015 Elsevier Ltd. All rights reserved.
机译:蒙特卡洛方法可用于研究真空系统中随时间变化的压力。在通常的模拟过程中,当测试粒子在真空室内移动并弹跳时,会在特定时间跟踪测试粒子并记录其位置。因此,可以获得某些位置和时刻的粒子数,然后使用理想气体方程将其转换为压力。提出了一种基于蒙特卡洛的新方法。首先计算粒子与腔室内壁之间碰撞的位置和力矩,然后通过插值获得其他时间粒子的位置。为简单起见,模拟并演示了矩形横截面管道中的压力演化,以阐明该方法。 (C)2015 Elsevier Ltd.保留所有权利。

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