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CLangue
- 数值计算方法在C语言中的应用 介绍了数值计算方法与计算机程序语言相结合的重要性，在给出牛顿迭代公式之后，阐述了牛顿迭代法在do-while循环中的应用，然后通过实例基于曲线梯形面积求解方法，论述了矩形法和梯形法在for循环中的应用．最后指出：用正确的数值计算方法编写高效的计算机程序解决复杂的实际问题应成为当代理工科大学生必备的基础与技能-numerical calculation method in the C language to the application of numerical
SPH-for-dambreak
- 光滑粒子方法是一 种新近发展 的可用于流动模拟的无网格数值方法 ,理论上能够适应任意变形 ,在模拟流体流动的剧烈变形时有显著的优势 但是流动的初始、边界条件和一些计算数的选取都会对计算结果产生较大 的影响 作者基于 方法 的基 本原理 , 全面考虑了各种定解条件的设置 , 独立发展 了一 套用于模拟不可压 自由表面流动的 程序 , 并应用 于溃坝流动的模拟 之 中 模拟结果 与 和 经典 的结果非常吻合 ,验证 了方法的准确性,为 方法的一 步发展和广泛应用奠定 了一定的基础
CoursLevelSets
- The level set method (sometimes abbreviated as LSM) is a numerical technique for tracking interfaces and shapes. The advantage of the level set method is that one can perform numerical computations involving curves and surfaces on a fixed Cartesian g
nonlinearfiberoptic(1)_Agrawal
- 本书详细论述了光纤中的各种非线性效应.全书共分 10章.分别介绍了光纤和非线性光学，光纤模式及有非线性源时脉冲的传输，综述了光纤中的基本传输方程的数值方法、群速度色散、自相位调制、··… 等内容.本书自始至终强调了各种非线性效应对光ill信的影响，对从事非线性光纤光学研究及光纤通信的科研人员及大学教师、本科生和研究生是一本非常有用的参考书. -This book discusses in detail the various nonlinear optical effects. The bo
nonlinearfiberoptic(2)_Agrawal
- 本书详细论述了光纤中的各种非线性效应.全书共分 10章.分别介绍了光纤和非线性光学，光纤模式及有非线性源时脉冲的传输，综述了光纤中的基本传输方程的数值方法、群速度色散、自相位调制、··… 等内容.本书自始至终强调了各种非线性效应对光ill信的影响，对从事非线性光纤光学研究及光纤通信的科研人员及大学教师、本科生和研究生是一本非常有用的参考书. -This book discusses in detail the various nonlinear optical effects. The b
jacobi
- jacobi calculation numerical method
gs
- gauss seidel calc numerical method
Sensor-mathematical-model
- 本文提出了传感器随机数学模型和模糊数学模型这两个新问题, 概述了各种建 模方法, 着重介绍用数值计算方法建立若干种传感器数学模型的实例。-This paper puts forward the sensor random mathematical model and the fuzzy mathematical model, the two new problems introduces various built Modulus method, introduced emphatica
Excel-numerical-method
- 介绍了excel在数值处理中的作用以及使用方法和相应操作的步骤-Introduced excel in the role of numerical processing and the use of methods and appropriate action steps
Modeling--crack-growth-wiht-XFEM
- 一篇文章，关于XFEM的基本理论知识、方法和代码，值得-The extended finite element method (X-FEM) is a numerical method for modeling strong (displacement) as well as weak (strain) discontinuities within a standard finite element framework.We place particular emphasis on the de
Rossby1
- 首先介绍差分格式，然后数值模拟非线性罗斯贝波扰动能量的演变，给出流场和扰动能量演变的示意图-Numerical method is to be used to investigate the evolutions of linear and nonliear Rossby wave of middle-high latitude in different seasons under the actual basic flow, we mainly discuss the evolutions o
OFDM-signals
- 针对无线电监测和认知无线电系统中正交频分复用(OFDM) 信号参数估计这一重要问题,提出了用频域累积法算OFDM 信号的循环自相关函数的数值计算方法.-For radio monitoring and cognitive radio systems, orthogonal frequency division multiplexing (OFDM) signal parameter estimation of this important issue, the accumulation meth
Nonlinear-equations-NL
- 非线性方程组N-L解-数值方法(MATLAB版 第4版).pdf-Nonlinear equations NL- A numerical method (MATLAB version 4). Pdf
method-of-interpolation
- 插值法程序，计算力学作业，数值计算方法，绝对正确-Interpolation procedures, computational mechanics job, numerical methods, absolutely right.
matlab
- 误差的来源 非线性方程（组）的数值解法 解线性方程组的直接方法 解线性方程组的迭代法 矩阵的特征值与特征向量的计算 函数的插值方法 函数逼近与曲线（面）拟合 数值微分 数常微分方程（组）求解值积分 -The source of the error Numerical method for solving the nonlinear equation (group) The direct method of solving linear
Monte-Carlo
- Monte Carlo 法不同于前面几章所介绍的确定性数值方法，它是用来解决数学和物理问题的非确定性的（概率统计的或随机的）数值方法。-Monte Carlo method is different from the previous chapters described deterministic numerical method, which is used to solve mathematical and physical problems of non-deterministic (p
Numerical-Methods-in-Engineering-with-MATLAB---Ja
- NumericalMethods inEngineeringwithMATLAB® is a text for engineer-ing students and a reference for practicing engineers, especially those whowish to explore the power and efficiency of MATLAB. The choice of numerical methods was based on th
Numerical-method-conductionMATLAB
- 热传导方程几种差分格式的MATLAB数值解法比较-Numerical method for solving the heat conduction equation of several kinds of difference scheme of MATLAB
Newton-method
- 一种基于拟Newton法解非线性方程组的数值算法-A numerical method for solution of nonlinear equations based on quasi Newton method
书籍computational_fluid_dynamics
- Computational fluid dynamics has been a hot topic of research these last forty years, and several books have been published on this topics. This book concentrates on the numerical of Computational Fluid Mechanics, followed by some focus of new dev