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凹半球形轨道分子屏分子流场理论计算
引用本文:马胜歌,达道安.凹半球形轨道分子屏分子流场理论计算[J].中国空间科学技术,1999,19(4):27-32.
作者姓名:马胜歌  达道安
作者单位:兰州物理研究所!兰州730000
摘    要:借助一个封闭的球形理论模型,对稳态非均匀分子流环境下的凹半球形轨道分子屏进行研究,计算了试验区分子数密度分布情况,讨论了主要影响因素,结果显示,利用凹半球形轨道分子屏可获得10^8分子数/m^3(等效于10^-12Pa)的极高真空,分子屏出气对试验区分子数密度的贡献是主要的,分子屏粘附系数增大不能有效改善空载情况分子屏试验区的真空度。

关 键 词:尾流  屏蔽装置  高真空  分子屏  分子流场

Theoretical Calculation of Molecular Flow Fieldfor the Concave Hem ispherical W ake Shield Facility
Ma Shengge,Da Daoan,Zhang Dixin.Theoretical Calculation of Molecular Flow Fieldfor the Concave Hem ispherical W ake Shield Facility[J].Chinese Space Science and Technology,1999,19(4):27-32.
Authors:Ma Shengge  Da Daoan  Zhang Dixin
Abstract:In this paper, the concave hem isphericalw ake shield facility ( C H W S F) isstudied w hich is in the state of steady, non uniform w ith the closed sphericaltheoreticalm odel. The distribution ofthe m olecularnum berdensity ofthe experim entalzone is calcu lated and the m ain effect factors are discussed. The result show s thatthe C H W S Fcan ob tain extrem e high vacuum levelw hose m olecular num ber density is about 108m - 3,the m aincontribution to the m olecular num ber density com es from the outgas ofthe C H W S F, andthe increasem ent of the coherent coefficient of the C H W S F can't effectively im prove thevacuum levelon occasion of absence ofgasload.
Keywords:Wake    Shielding assem bly    High vacuum      Influence factor  Num ericalcalculation
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