摘要
采用变分法经典欧拉方程对最小旋转曲面问题给出解答,同时和传统做法中利用欧拉方程的初积分方程解答进行对比。
This is an essay about a solution that the smallest rotating surface problem,which are adopted classical Euler equations of calculus of variations,at the same time,coMParing it with the solution,which is used the traditional way that resorting to Euler equations of early integral equation.
出处
《低温建筑技术》
2011年第3期46-47,共2页
Low Temperature Architecture Technology
关键词
变分法
最小旋转曲面
欧拉方程
calculus of variations
the smallest rotating surface problem
Euler equations
