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Description: 本程序为打靶法求解非线性常微分方程边值问题的。采用FORTRAN 语言。-procedures for the shooting method for solving nonlinear boundary value problems of ordinary differential equations. Using FORTRAN language.
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Size: 7074 |
Author: 作风小 |
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Description: 一片论文，是关于Matlab语言中边值问题算法的改进，-a thesis on the Matlab language boundary value problems algorithm,
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Size: 152266 |
Author: 作风小 |
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Description: 用VB语言实现偏微分方程的解法
包括解边值问题的松弛法、交替方向隐式方法等-VB language PDE solution of the boundary value problems including Xie relaxation method, alternating direction implicit methods
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Size: 1700 |
Author: 刘立立 |
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Description: 偏微分方程数值解 有限元法 面向对象 变分问题 剖分问题 边值处理 误差分析 椭圆方程，一维二维-numerical solution of partial differential equations Finite Element Method object-oriented variational problem subdivision boundary value problems handling error analysis of elliptic equation, a two-dimensional
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Size: 148480 |
Author: 陈建湘 |
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Description: 一片论文，是关于Matlab语言中边值问题算法的改进，-a thesis on the Matlab language boundary value problems algorithm,
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Size: 151552 |
Author: 作风小 |
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Description: 利用最小二乘法和迦略金法求解计算电磁学中的边值问题-use of least squares method and the Buddha slightly method computational electromagnetics, the Boundary Value Problems
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Size: 1024 |
Author: zw |
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Description: 一维边值问题线性有限元数值解法的matlab程序。有详尽的算法分析，程序注释清楚。适用于有限元方法的初学者，能帮助读者加深对基本概念的理解。-one-dimensional linear boundary value problems finite element numerical solution of Matlab procedures. A detailed analysis of algorithms, clear procedures for the Notes. Application of the finite element method in the beginners will help readers to better understand the basic concepts.
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Size: 107520 |
Author: 姚飞 |
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Description: 测试用例的设计-边界值法例子，第五个文档，上传太慢了。-Test Case Design- Examples of boundary value method, the fifth document, upload too slow.
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Size: 4096 |
Author: 王才 |
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Description: 打靶法求微分方程边值问题，这是数学上的求取方程问题的边值的方法
-Shooting method for boundary value problems for differential equations, which is to strike a mathematical equation of the boundary value problem approach
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Size: 1024 |
Author: join |
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Description: 该程序主要针对三角形问题，通过输入三角形三条边的取值范围，自动生成边的测试值，并对测试值是否能构成三角形、是否等边三角形、是否等腰三角形、是否直角三角形进行了判定与显示。其中在测试值的生成方式上，采用了两种自动生成方式：一是健壮性测试（所谓的七点法），二是边界值分析（也即五点法）。-The program mainly for the triangle problem, by entering the three sides of the triangle range, automatically generated test edge value, and test whether the value of the triangle pose, whether the equilateral triangle, is it isosceles triangle, right triangle conducted to determine whether and显示. Which the test value is generated, using two types of automatic generation methods: First, robustness testing (the so-called seven-point method), and the other is boundary value analysis (that is, five-point method).
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Size: 49152 |
Author: Cuilq |
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Description: Solve boundary value problems for ODEs by collocation
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Size: 622592 |
Author: 曹大群 |
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Description: Matlab经过多年的发展与完善，已成为科学与工程计算的重要工具，而有限元方法作为近似
求解边值问题的一种数值技术，也广泛应用于数学和工程问题．对Matlab和有限元的原理和步骤
进行了阐述，并用实例证明了两者的结合使所要研究的偏微分方程的数值解更为有效、精确．-Matlab after years of development and improvement of science and engineering has become an important tool for the calculation, while the finite element method for solving boundary value problem as an approximate numerical technique, it is widely used in mathematics and engineering problems. Matlab and the finite element of the principles and steps described and demonstrated with examples of the combination of the two has to work on the numerical solution of partial differential equations is more effective and accurate.
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Size: 121856 |
Author: 云 |
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Description: Research papers on numerical solution for singular boundary value problems.
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Size: 14800896 |
Author: Gaurav |
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Description: 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(X) * dU/dX + B(X) * U = F(X) + P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0) * dU/dX(X0) = value1 * U(X0) + value2.
-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(X)* dU/dX+ B(X)* U = F(X)+ P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0)* dU/dX(X0) = value1* U(X0)+ value2.
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Size: 40960 |
Author: zhang xiaoping |
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Description: 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 value problem in a two dimensional region. The finite element method is used.
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Size: 41984 |
Author: zhang xiaoping |
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Description: shooting method demo code for boundary value ODE s
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Size: 1024 |
Author: Anubhav |
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Description: Boundary-value problem solved with the shooting method
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Size: 1024 |
Author: fatiiima |
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Description: 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 auxiliary function, whose input argument is the missing initial value and the return output is the given boundary value, Then we can call function fsolve() to get the missing initial value. This method is particularly efficient it the ODE has one or more parameters. Also this method is essentilal for GNU Octave, because whose function bvp4c() is not programmed for parameter ODE yet.-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 auxiliary function, whose input argument is the missing initial value and the return output is the given boundary value, Then we can call function fsolve() to get the missing initial value. This method is particularly efficient it the ODE has one or more parameters. Also this method is essentilal for GNU Octave, because whose function bvp4c() is not programmed for parameter ODE yet.
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Size: 82944 |
Author: delin |
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Description: elementary differential equations and boundary value problems e book-elementary differential equations and boundary value problems e book..............
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Size: 4054016 |
Author: KIRAN KUMAR GURRALA |
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Description: 针对matlab中的初值和边值问题做了详细的解答，配有图例，全书为英文版，语言通俗易懂，方便学习。-For the initial value and boundary value problems for matlab to do a detailed answer, with a legend, the book is in English, the language easy to understand, easy to learn.
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Size: 288768 |
Author: 张吱吱 |
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