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用有限元方法求解二维三维电磁场边值问题的C语言源程序之5-Using the finite element method for solving 2D and 3D electromagnetic field boundary value problem of the C language source code of 5
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用有限元方法求解二维三维电磁场边值问题的C语言源程序。-Using the finite element method for solving 2D and 3D electromagnetic field boundary value problem of the C language source code.
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a program which applies the p-method version of the finite element method to a linear two point boundary value problem in 1D
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这是一个求素数的程序，并且同时存在编译错误和运行错误。编译错误是指程序编译过程中出现的一些语法错误，VC++的功能强大，能较为准确的定位，纠错较为方便，而运行错误是在运行过程中，比如该题中在边界值附近运行时的溢出错。-This is a prime number for the procedure, and exist simultaneously compile error and run error. Compiler compiler refers to the procedural er
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a program which applies the finite difference method to a two point boundary value problem in one spatial dimension.
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计算数学常用的一种变成软件，本程序解决的是微分方程边值问题-Computational mathematics to become a commonly used software, this program is to solve differential equations boundary value problem
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解高阶非线性ODE边界值问题，利用shooting method猜值，ode function 解答，在利用叠代求值。-Solution of higher-order nonlinear ODE boundary value problem using shooting method guessed value, ode function answer, in the use of iterative evaluation.
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FEMOD1 is an interactive program for the setup, solution, and printout of a two point boundary value problem in a one dimensional region. The finite element method is used.
The differential equation has the form:
-d/dX ( K(X) dU/dX ) + C(
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FEMOD2 is an interactive program for the setup, solution, and printout of a boundary value problem in a two dimensional region. The finite element method is used. -FEMOD2 is an interactive program for the setup, solution, and printout of a boundary v
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在最优控制、变分法、微分方程等学科中常遇到两点边值问题( TPBVP ),徒手求取解析
解比较繁；MATLAB 的符号数学工具箱却又仅限于解一点边值问题。本示例阐述如何用符
号数学工具箱解 TPBVP。-In optimal control,variational calculus and differential equation frequently encountered two-point boundary value problems(TPBVP).Free-hand to g
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FD1D_BVP is a FORTRAN90 program which applies the finite difference method to solve a two point boundary value problem in one spatial dimension.
The boundary value problem (BVP) that is to be solved has the form: -FD1D_BVP is a FORTRAN90 progra
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Boundary-value problem solved with the shooting method
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数值求解正方形域上的Poisson方程边值问题，用由椭圆型第一边值问题的五点差分格式，用Gauss-Seidel迭代法、块Gauss-seidel迭代法、SSOR迭代法编写求解线性方程组Au=f的算法程序-Numerical Solution of the Poisson equation on a square domain boundary value problem, with the first boundary value problem by the oval five-point
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用Ritz-Galerkin方法解边值问题：
u +u=-x,0<x<1,
u(0)=u(1)=0,精确解为u*(x)=sinx/sin1-x；
得出结果与精确解作比较，画出误差分析图-With the Ritz-Galerkin method to solve the boundary value problem: u' ' + u =- x, 0 <x<1,
u(0)=u(1)=0,精确解为u*(x)=sinx/sin1-x；
得出结果
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Ritz法解决-u +u=x 0<x<1，u(0)=0,u(1)=0的有限元边值问题。精确解为u(x)=1/(exp(1)-1/exp(1))*exp(-x)+1/(1/exp(1)-exp(1))*exp(x)+x，基函数为g(i)=sin(i*pi*x)-This matlab code is used to solve the boundary value problem of the differential equation:
-u +u=x 0<x<1
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一维线性双曲方程初边值问题的高阶差分格式-One-dimensional linear hyperbolic initial boundary value problem of higher-order differential equation format
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四阶泛函微分方程边值问题正解的存在性Fourth-order functional differential equations boundary value problem the existence of positive solutions-Fourth-order functional differential equations boundary value problem the existence of positive solutions
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基于有限元法求解二维边值问题的matlab程序-Based on the finite element method of two-dimensional boundary value problem matlab program
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In MATLAB, usually we use function bvp4c() to solve boundary value problem (BVP) of ODE. However, we also can use function ode45() to solve BVP of ODE too. However, ode45() needs all initial values at one point. Therefore we have to construct an auxi
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打靶法求解两点边值问题
实例测试通过，可直接运行，并带有详细代码注释
采用全局收敛的牛顿-拉普森迭代算法求解编制问题
绝对物超所值！-Two-point boundary value problem
shooting method
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