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真空沿面放电数值模拟中的通用抽样方法 被引量:1

Universal Sampling Method in Simulation of Surface Discharge in Vacuum
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摘要 真空沿面放电过程中涉及的分布种类繁多、解析表达式复杂、或者不具有解析表达式而只有数据图表,其抽样工作复杂,是蒙特卡罗模拟任务设计的核心和难点。为此,设计了通用抽样接口,基于泛化机制给出了面向所有分布类型的统一抽样接口,基于特化机制针对各种分布给出了抽样接口的具体实现和最优化。设计了基于插值方法的直接抽样方法作为通用抽样接口内建的默认抽样方法,它具有最广泛的适用性并在大部分场合下具有最优抽样效率。通用抽样接口实现了三结合点场致电子发射过程中的数量、能量、方向分布以及电介质表面次级电子发射过程中的能量和方向分布的抽样,在保证最优抽样效率的同时降低了抽样工作的复杂性,实现了抽样通用性和抽样效率的统一,简化了模拟任务设计并提高了设计可靠性。 Sampling of various distributions is the key problem of Monte-Carlo simulation of surface discharge process in vacuum.Due to multiple distributions involved in surface discharge in vacuum,complex analytic expressions or only having data diagram without analytic expressions,difficulty of sampling work is increased and give rise to complexity of design of simulation task.Basing on generalization mechanism,we designed a universal sampling interface for all kinds of distribution.Meanwhile,basing on specialization mechanism,we optimized the sampling interface for various distributions.A default direct sampling method based on interpolating method was provided in the universal sampling interface,which fulfilled sampling of all kinds of distribution and had optimum sampling efficiency in the most conditions.Sampling of distribution of number,energy and direction of electrons in field emission process at triple-joint-point,and sampling of distribution of energy and direction of electrons in secondary electron emission were fulfilled by universal sampling interface.Universality and sampling efficiency were combined in universal sampling interface which simplified the design of simulation of surface discharge in vacuum,and reduced the complexity of sampling work as well as raised the reliability.
出处 《高电压技术》 EI CAS CSCD 北大核心 2012年第4期947-955,共9页 High Voltage Engineering
基金 国家自然科学基金(50907069 51007087 50777061) 国家高技术研究发展计划(863计划)(编号略)~~
关键词 真空沿面放电 蒙特卡罗法 通用抽样 泛化 特化 最优抽样 surface discharge in vacuum Monte-Carlo method universal sampling generalization specialization optimum sampling
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  • 1Booch Grady,Maksimchuk Robert A,Engle Micheal W,等.面向对象分析与设计[M].王海鹏,潘加宇,译.3版.北京:人民邮电出版社,2009.
  • 2Bjarne Stroustrup.The C++programming language(special e-dition)[M].Beijing,China:High Education Press,2001.
  • 3Ross S M.应用随机过程:概率模型导论[M].龚光鲁,译.9版.北京:人民邮电出版社,2007.
  • 4卡普卓夫 H A.气体与真空中的电现象[M].北京:高等教育出版社,1958.294.
  • 5Miller H C.Flashover of insulators in vacuum[J].IEEETransactions on Electrical Insulation,1989,24(5):765-786.
  • 6Miller H C.Flashover of insulators in vacuum,review of thephenomena and techniques to improve holdoff voltage[J].IEEE Transactions on Electrical Insulation,1993,28(4):512-527.
  • 7Sudarshan T S,Cross J D,Srivastava K D.Prebreakdownprocesses associated with surface flashover of solid insulatorsin vacuum[J].IEEE Transactions on Electrical Insulation,1977,12(3):200-208.
  • 8Yamamoto O,Hara T,Matsuura H,et al.Monte-Carlo simu-lation of surface charge on ang led insulators in vacuum[J].IEEE Transactions on Electrical Insulation,1993,28(4):706-712.
  • 9Yamamoto O,Hara T,Matsuura H,et al.Temporal behaviorof surface charge accumulation in bridged vacuum gaps[J].IEEE Transactions on Dielectrics and Electrical Insulation,1995,2(2):292-298.
  • 10Yu Kaikun,Zhang Guanjun,Zheng Nan,et al.Monte-Carlosimulation of surface-charging phenomena on insulators prior toflashover in vacuum[J].IEEE Transactions on Plasma Sci-ence,2009,37(5):698-703.

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