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多尺度等离子体动力学数值模拟中最初的无方程投影积分技术
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作者 李百文 石黑静儿 m.m.skoric 《计算物理》 CSCD 北大核心 2015年第3期253-263,共11页
发展一种针对等离子体多尺度问题的"最初的无方程投影积分(p-EFPI)"方法并成功应用于离子声波的模拟.该方法包括时间推进和时间投影两部分.电子速度通过概率分布函数或累积分布函数投影外推,电子位置坐标则通过投影外推的电... 发展一种针对等离子体多尺度问题的"最初的无方程投影积分(p-EFPI)"方法并成功应用于离子声波的模拟.该方法包括时间推进和时间投影两部分.电子速度通过概率分布函数或累积分布函数投影外推,电子位置坐标则通过投影外推的电子电荷密度重新调出;与电子相比,假设粗糙的离子运动可以很好地描述宏观尺度等离子体的演化行为,通过追踪和投影外推每个离子轨道保持全部离子运动学效应.尝试和检验p-EFPI方法在模拟等离子体物理现象中的应用.以离子声波为范例,数值计算表明:在离子相空间出现离子捕获效应前,p-EFPI模拟能够很好地再现PIC的结果,在离子捕获发生后,p-EFPI模拟仍然可以抓住除了离子捕获特征之外的其它主要物理特征. 展开更多
关键词 多尺度模拟 最初的无方程投影积分 非线性等离子体 粒子网格法
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A Macro Projective IntegrationMethod in 2D Microscopic System Applied to Nonlinear Ion Acoustic Waves in a Plasma 被引量:3
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作者 A.M.Maluckov S.Ishiguro m.m.skoric 《Communications in Computational Physics》 SCIE 2008年第8期556-574,共19页
In the Equation-free framework,amacro-coarse projective integrationmethod consists of two parts:the time stepper and time projection on macro scale.The first one consists of lifting,micro simulation and restriction.Fo... In the Equation-free framework,amacro-coarse projective integrationmethod consists of two parts:the time stepper and time projection on macro scale.The first one consists of lifting,micro simulation and restriction.For extracting directly from microscopic simulations the information which would be obtained from the macroscopic model of two-dimensional microscopic systems,the time stepper based on the one-dimensional cumulative distribution functions,the marginal cumulative and appropriate number of the conditional cumulative distributions,is introduced.Here this procedure is tested on the nonlinear ion acoustic wave in a plasma.The numerical micro-solver is the one dimensional electrostatic particle-in-cell code.It is shown that particle correlations related to wave structures are better preserved by the new model.The lifting step is critically related to the noise in system.The enlarged noise,rise of correlations,trapping of particles during the wave steepening can seriously violate the basic assumptions of the equation-free approach. 展开更多
关键词 Multiscale simulations E-free framework nonlinear plasmas
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