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APPROXIMATE CALCULATION METHOD BY COMPOSITE SOLUTION OF THREE-DIMENSIONAL SOLUTION IN HARD SYSTEM

机译:硬系统三维解的复合计算近似计算方法

摘要

PROBLEM TO BE SOLVED: To easily approximate a three-dimensional solution by using a one-dimensional solving method (including solutions other than Geer formula) developed specially for an existing hard system in a velocity field of a multicomponent system accompanying chemical reaction.;SOLUTION: A concentration calculation method at an arbitral space lattice point P in the velocity field in an analysis area finds a proximity point flowing to the lattice point P from each velocity component of six proximity points around. For each component, the existing one-dimensional solving method is used to calculate a one-dimensional solution. Using velocity component for flowing into the point P, weighted average of these solution is calculated and the value is regarded as the approximate value of concentration at the point P. In addition, iterative calculation using the values of all lattice points obtained through these series of procedures as respective start values of all lattice points for the next time is repeated for a finite number of times. A final value obtained by the above procedures is regarded as the approximate solution of a three-dimensional simultaneous first partial differential equation.;COPYRIGHT: (C)2005,JPO&NCIPI
机译:解决的问题:通过使用一维求解方法(包括非Geer公式的求解)轻松地近似三维解决方案,该方法是为伴随化学反应的多组分系统的速度场中现有的硬系统专门开发的。 :在分析区域的速度场中的任意空间格子点P处进行浓度计算的方法是,从周围的六个接近点的各个速度分量中,找到流向格子点P的接近点。对于每个组件,使用现有的一维求解方法来计算一维解。使用流入点P的速度分量,计算这些溶液的加权平均值,并将该值视为点P处浓度的近似值。此外,使用通过这一系列点获得的所有晶格点的值进行迭代计算作为下一次所有晶格点的各自起始值的过程被重复有限次数。通过上述程序获得的最终值被视为三维同时一阶偏微分方程的近似解。版权所有:(C)2005,JPO&NCIPI

著录项

  • 公开/公告号JP2005004709A

    专利类型

  • 公开/公告日2005-01-06

    原文格式PDF

  • 申请/专利权人 SYSTEM KAISEKI KENKYUSHO:KK;

    申请/专利号JP20030197451

  • 发明设计人 NAKAMURA TOGO;

    申请日2003-06-12

  • 分类号G06F17/13;G06F17/17;

  • 国家 JP

  • 入库时间 2022-08-21 22:27:44

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