摘要
解超静定问题的关键是由变形协调条件写出补充方程式,补充方程式的数目与超静定的次数相等,联立解平衡方程和补充方程即可求出超静定问题的解。
The Key to the solution of the super-statically determinate problem is the supplementary equation from the deformation and coordination conditions. The number of supplementary equation is equal to the times of the super-staticaly determinate. The solution of the super-statically determinate problem can be found by considering equilibrium equation and supplementary equation together.\;
出处
《丽水师范专科学校学报》
2003年第5期30-32,共3页
Journal of Lishui Teachers College
关键词
超静定问题
变形协调条件
补充方程式
工程结构
super-statically determinate
deformation and coordination conditions
supplementary equation