一般逆行列の性質を用いる構造解析

応力と変位を得る順序とその解法が応力法か変位法かとは別問題である

抄録

Expression of solution forms of stress and displacement obtained by using property of the Moore-Penrose generalized inverse has been proposed instead of the usual inverse matrix to avoid making up regularity because it might be relatively strong condition. Application of the solution forms is demonstrated by solving a few flame structures in this paper. Result is summarized as follows (1) It is possible for displacement to obtain before getting stress in case of stress method, (2) Analysis based on stress method where dependent component of stress variable is included in equilibrium equation is carried out, and so on.