2) Euler differential equation Euler型微分方程 例句>> 3) Euler equation Euler方程 1. Euler equation of weakly harmonic maps from high dimension Riemann manifold to homogeneous space; 高维Riemann流形到齐次空间弱调和映射的Euler方程 2. Solving the Euler equations by wavelet interpolation; 用小波...
2) equation of Euler's type Euler型方程3) nonlinear Euler differential equation groups 非线性Euler微分方程组 1. On the existence of solutions to a class of nonlinear Euler differential equation groups; 一类非线性Euler微分方程组解的存在性...
Euler变... ... ) Euler differential equation 型微分方程 )Euler equations方程组) Euler's variational equations 变分方程 ... www.dictall.com|基于13个网页 2. 欧拉能量方程 对於可压缩流体,这两种机械装置都建立於两个基础原理之上,其为牛顿第二定律和欧拉能量方程(Euler equations)。同时也是 … ...
The governing equation is 3DEuler equations,which is solved by the finite volume method. 基于响应面法进行了机翼气动/结构一体化优化设计研究,流动控制方程为三维欧拉方程,采用有限体积法进行数值求解,应力和结构变形采用有限元方法计算,静气动弹性分析采用强耦合迭代方式,响应面模型采用二次多项式来构造。
网络欧拉微分方程;型微分方程 网络释义
It is well known that Euler's differential equation is the unique one which can be translated into difference equation with constant coefficients by substitution of argument. We tried to solve the corresponding difference equation (we called ti Euler's difference equation). It turned out that Euler...
This chapter describes solution of Euler equations, applicable to linear ordinary differential equations of the form a 0 x n y ( n ) + a 1 x n1 y ( n1 ) +…+ a n 1 xy' + a n y = 0. An equation of this type can be turned into a linear constant coefficient ordinary ...
EulerEquations[f, u[x ], x] returns the Euler–Lagrange differential equation obeyed by u[x] derived from the functional f, where f depends on the function u[x] and its derivatives, as well as the independent variable x. EulerEquations[f, u[x, y, …], {x
The meaning of EULER'S EQUATION is an equation in alternating-current theory: eix=cos x+i sin x.
(1998), 1-6Euler's Discretization of Ordinary Differential Equationwith Symmetric NonlinearityYoichi MAEDADepartment of Applied Mathematics and Informatics,Faculty of Science and Technology,Ryukoku University,Seta, Ohtsu 520-21, JapanReceived April 15, 1996Some ordinary differential equations have the ...