摘要
能量变分解可分为三种:间接解、直接解和修正解,其中修正解是建立在直接解的基础上,采用拉格朗日乘子对约束条件和位移函数进行了修正,得到了用于变分分析的无约束泛函。对这三种能量变分解进行了探讨,并对这三种能量变分解在高层及大跨度结构分析中的应用作了简要的介绍,得出了一些有益的结论,对工程应用有一定参考价值。
The energy variational solution may be divided into three classes： undirect solution,direct solution and modified solution. The modified solution is presented based on the direct solution,and the constraint conditions and the displacement function were modified by adopting Lagrange multipliers,and an unconstrained variational analytic function was obtained.This three energy variational solutions were discussed and the application of this three energy variational solutions in high-rise and long-span structures analysis was briefly introduced. Some useful conclusions were summarized,which will be valuable for the further practice.
出处
《建筑结构》
CSCD
北大核心
2017年第21期42-45,41,共5页
Building Structure
关键词
能量变分解
拉格朗日乘子
高层结构
大跨度结构
energy variational solution
Lagrange multipliers
high-rise structure
long-span structure
