搜索资源列表
RKF46
- 变步长五阶精度RK方法，用于积分常微分方程。Fortran程序已验证，放心使用。-variable step five bands RK precision method for integral ordinary differential equations. Fortran procedure has been verified, assured use.
TGKT(2)
- 变步长是一种很好的数值求解方法。 c语言编程，求解龙哥库塔的四阶 初值给定的常微分方程组-variable step is a good numerical solution method. C programming language, for Mangge Kuta initial four bands to the Ordinary Differential Equations
buchangqiujifen
- 利用变步长来计算积分，该算法中用到步长的折半方法。-use variable step to calculate integrals, the algorithm uses the half step method.
Integral123
- 数值积分头文件, 变步长梯形法求积.-numerical integration header files, variable step trapezoidal method for the plot.
MicrosoftWord4
- 可以看到 变步长未必会需要更长的时间 因为它是一种自适应的方式 如果某阶段情况理想的话 就会用最大步长来做 那就会很快 -can see variable step may not need a longer period of time because it is an adaptive way if a certain phase of the the ideal would be the greatest step will be to do it quickly
integer
- 这是一个VC环境下用C++写的变步长梯形求积分算法-This is a VC environment written in C with variable step-ladder quadratures algorithm
VariableStep-trapezoidalquadrature
- 变步长梯形求积法的C实现 变步长梯形求积法的C实现-Variable Step-trapezoidal quadrature
panduan
- 判断微分方程是否为病态方程，分别用定步长、变步长和适合病态系统的数值积分方法对系统求解，并与解析解进行对比，分析每种方法的求解精度和速度。-To determine whether the pathological differential equations, were used to set step, variable step size and suitable for pathological system numerical method for solving the system
zishiyingtixinggongshi
- 自适应梯形公式，计算体形的各种公式，可变步长自动适应的。-Adaptive trapezoid formula to calculate body shape of the various formulas, automatic variable step size adaptation.
equation
- 求解方程根的函数和一些微分方程迭代的函数，包括：求实系数代数方程全部根的牛顿-下山法，全区间积分的定步长龙格-库塔法，积分一步的变步长龙格-库塔法，积分一步的变步长基尔方法，求实系数代数方程全部根的qr方法-Solving the root of the function equations and some differential equations iteration function, including: realistic coefficient algebraic equation
DoubleIntegration
- 用于求解二阶常微分方程的变步长多步积分法，适合飞行器轨道计算等领域。-Solving second order ordinary differential equations for the variable step-size multi-step integration method for calculating the fields of aircraft track.
DifferentialEquation
- 利用龙格库塔法（等步长，变步长）计算椭圆方程，双曲线方程，抛物线方程等。对各类微分方程进行数值计算。-The use of Runge-Kutta method (such as step, variable step size) calculated elliptic equations, hyperbolic equations, such as parabolic equation. Various types of differential equations for numerical
vsrk4
- 龙格-库塔（Runge-Kutta）法是一种不同的处理，作为多级方法为人们所知。 它要求对于一个简单的校正计算多个 f 的值。 这里是变步长四阶龙格库塔法的c程序-Runge- Kutta [Runge-Kutta] method is a different treatment, as a multi-stage method for people to know. It requires a simple correction for the calculation of
ffts
- 变步长梯形求积法，并以exp(-x*x)为例计算求积分-Variable Step-trapezoidal quadrature method, and exp (-x* x) as an example for calculating the integral
NumericalAnalysis
- 数值分析中常用算法的C++语言实现。 其中包括： 变步长梯形积分公式 二分查找 拉格郎日差值公式 牛顿迭代公式 牛顿前插公式 -Algorithm commonly used in numerical analysis of the C++ language. These include: Variable Step-trapezoidal integral formula of binary search difference Lagrangian formula
Formula_Numerical_Analysis
- 数值分析中用于求近似值的算法、二分法解方程、变步长梯形求积分的算法。是在Linux下用C++实现的。用G++编译。 配合华中科大的那本著名的“数值分析”。李庆扬编著。 用来交作业很好。 在本压缩包里面包含的是： HalfDevision.d 二分法解方程 LagrgIn.d 拉格朗日差值公式-求近似值 NewtonFwIn.d 牛顿前插公式-求近似值 NewtonItera.d 牛顿迭代法-求近似值 VarStpTrpzoItg.d 变步长梯形积
ROMBERG
- 在变步长求积过程中的三个加速公式，将粗糙的积分近似值迅速加工成精度较高的积分近似值的求积方法为龙为个求积算法。-Variable step size in order to plot the course of the three accelerated formula rough approximation of the points quickly processed into a high precision quadrature integral approximation method
NormaluseAlgorithm
- 常用的一些算法例子，有二分法，牛顿法，变步长法，最小二乘法等-Some examples of commonly used algorithms, there is dichotomy, Newton method, variable step-size method, least squares, etc.
ADAMS_VARIABLE_STEP_SIZE_PREDICTOR_CORRECTOR_ALGOR
- ADAMS VARIABLE STEP-SIZE PREDICTOR-CORRECTOR ALGORITHM的Mathematica代码，代码透明，适合修改成为自己的代码。-ADAMS VARIABLE STEP-SIZE PREDICTOR-CORRECTOR ALGORITHM of the Mathematica code, code transparency, suitable amendments into their own code.
Variable-step-for-integrating
- 数值计算基础的实验之一 数值积分变步长梯形法求积分的C语言实验复化梯形法或者叫 复合梯形法。-C language experiment of numerical calculation based experimental numerical integral variable step trapezoidal method for the integration of complex trapezoid method or is called the composite trapezoi