Multi-scale simulation and analysis of gas evacuation processes in a microcavity

Q4 Engineering
Liao Haiyang, Zhang Zhanwen, Yi Yong, B. Peng, Luan Xu, Shi Ruiting
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引用次数: 0

Abstract

Based on the flow theory applicable to the whole Knudsen number range, a theoretical model for removing air from the target shot in inertial confinement fusion was established, and the reliability of the model was verified by designed experiments. The physical experiment requires the air concentration in the target shot to be lower than 10×10−6, the process of removing air in the target shot was simulated numerically, and the relationship between the air concentration in the target shot, the pressure in the target shot and time was emphatically analyzed. The time cost of three methods for removing the air in the target shot, namely the single-pipe one-time gas evacuation method, the single-pipe circulation gas evacuation method and the double-pipe flow washing method, were calculated and compared. Numerical calculation results show that: in the single-pipe one-time gas evacuation method, the existence of the micro-channel on the target shot has a non-negligible effect on the time required to remove the air in the target shot, and it takes 1961.77 h to make the air concentration in the target shot reach the standard when the micro-channel on the target shot and the gas-filling pipe is considered. In the single-pipe cycle gas evacuation method, the number of evacuation times and the degree of single gas evacuation will affect the total time required to remove the air in the target shot. When the single gas evacuation degree is at the optimal value, the plan that filling three times and evacuation four times can reduce the total time to reach the standard to about 1 h, while the single gas filling and gas evacuation times under this plan are 6 min and 10 min, respectively. However, it only takes 11 minutes to make the air concentration in the target shot reach the standard by using the double-pipe flow washing method.
微腔内气体抽放过程的多尺度模拟与分析
基于适用于整个克努森数范围的流动理论,建立了惯性约束聚变中目标弹丸排气的理论模型,并通过设计实验验证了该模型的可靠性。物理实验要求靶丸中的空气浓度低于10×10−6,对靶丸中去除空气的过程进行了数值模拟,重点分析了靶丸中空气浓度、靶丸中压力与时间的关系。计算并比较了单管一次抽气法、单管循环抽气法和双管流动冲洗法三种去除靶弹中空气的方法的时间成本。数值计算结果表明:在单管一次排气法中,靶弹上微通道的存在对去除靶弹中空气所需的时间有不可忽略的影响,当考虑靶弹上的微通道和充气管时,使靶弹中的空气浓度达到标准需要1961.77h。在单管循环排气法中,排气次数和单次排气的程度会影响清除目标射击中空气所需的总时间。当单次排气度处于最佳值时,三次充气和四次排气的方案可将总达标时间缩短至约1小时,而该方案下的单次充气和排气时间分别为6分钟和10分钟。但采用双管流冲洗法,只需11分钟就能使靶弹内的空气浓度达到标准。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
强激光与粒子束
强激光与粒子束 Engineering-Electrical and Electronic Engineering
CiteScore
0.90
自引率
0.00%
发文量
11289
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