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Method of automatic generation of a computer for numerical simulation of physical phenomenon

机译:自动生成用于物理现象数值模拟的计算机的方法

摘要

The partial differential equations inputted with respect to an unknown quantity A are processed according to the finite element method in which simultaneous first-order equations equivalent to the partial differential equations are obtained, and then a matrix equation equivalent to the simultaneous first-order equations, namely, (k.sub.ij) (a.sub.i)=(d.sub.i) is processed to derive a coefficient {a.sub.j } so as to generate a program which calculates the unknown quantity A. For each group of a plurality of elements, the program calculates a contribution determined by the positions of the nodes associated with the elements with respect to a portion of matrix element group such as k.sub.lm and k. sub.ll and a portion of constant group such as d.sub.l and d.sub.m determined by the numbers assigned to a plurality of nodes contained in the group of a plurality of elements and then generates the final values of the matrix element group {k.sub.ij } and the constant {d.sub.i } from the contribution calculated for each group of a plurality of elements.
机译:根据有限元方法处理相对于未知量A输入的偏微分方程,在该方法中,获得了与偏微分方程等效的同时一阶方程,然后得到了与同时一阶方程相等的矩阵方程,即,(k.sub.ij)(a.i。)=(d.i。)被处理以得出系数{a.sub.j},从而生成计算未知量A的程序。对于多个元素的每个组,该程序计算由与元素相关联的节点的位置相对于矩阵元素组的一部分(例如,klm和k)确定的贡献。 sub.ll和常数组的一部分,例如dl和dm,由分配给包含在多个元素组中的多个节点的数字确定,然后生成矩阵的最终值元素组{k.sub.ij}和常数{d.i.}的计算是根据为多个元素的每个组计算的。

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