搜索资源列表
DP算法Fortran程序
- 动态规划，可用于水库水电站优化调度，求解发电量最大(dynamic programming)
SCE-UA算法代码
- 一种高效全局优化算法，广泛用于水文模型参数优选(A high efficient global optimization algorithm widely used for parameter optimization of hydrological model)
FORTRAN版高斯乐让德积分工具 GAULEGQUADF
- 高斯勒让德积分工具，用fortran编程实现的积分代码，多多指教(Gauss integration formula code on the windows with fortran)
TOPMODEL
- TOPMODEL是分布式水文模型，这里为开发者的程序，以供参考学习。版本为9701(Background to TOPMODEL This program is intended as a demonstration version of TOPMODEL for PC-Windows and has been developed from versions used for teaching purposes over a numb
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- 此代码用于读取MICAPS数据文件，并转换为二进制格点数据文件(This code is used to read the MICAPS data file and convert it to a binary lattice point data file.)
3D_KIRCHHOFF_PSTM_P
- 叠前时间偏移代码，fortran格式，可以用于三维地震数据处理，可以在此基础上进一步完善其应用范伟。(Kirchhoff time migration code fortran version)
FrameTransfer
- 地心惯性系转换为不同地固系代码，Fortran语言版本，带有工程，可调试(Conversion of geocentric inertial system to different solid system code)
fortran95 常用算法程序集
- Fortran语言的入门首选，纸张很清晰，用起来很方便，整本书写的很好，源程序代码很全。(This book can be used to learn Fortran program.)
11数学变换和滤波
- 实现数学计算以及滤波功能的fortran代码(Realization of mathematical calculation and filtering function)
矩阵分解与线性方程组直接方法
- 关于fortran数值矩阵计算代码,,希望对初学者带来帮助(about fortran matrix code)
非线性方程
- 非线性方程组代码，希望对初学者有帮助！！！(the code for fortran language,may it can help learner)
TU-0634有限元教学程序及数据文件
- 基础的有限元Fortran程序代码，主要为四节点等参单元(Fortran for FEM code)
fortrandataset
- 气象方向的Fortran程序代码集，相关，检验等等(atmosphere fortran program)
SPEI
- 计算spei指数的fortran编程代码(Fortran programming code for calculating the spei index)
Roller bearing dynamics
- 可对圆柱滚子轴承动力学进行求解，其中包括了保持架模型(The dynamics of cylindrical roller bearing can be solved)
CEA+Fortran
- NASA燃烧化学动力学计算代码，常用于飞机、火箭发动机设计(NASA Chemical Equilibrium with Applications)
phase field codes
- 相场法模拟晶粒,有关相场的matlab程序，有相场法fortran源代码 (Matlab program on phase field)(grain evalution based on phase field method)
程序代码
- J积分，应力强度因子，源代码，fortran语言(J integral,stress intensity factor)
lorenz
- 该Fortran代码是用龙格库塔法解Lorenz微分方程组，画出二维相图和三维相图。(The Lorenz system is a system of ordinary differential equations first studied by Edward Lorenz. It is notable for having chaotic solutions for certain parameter values and init
方腔驱动流源代码(SIMPLE算法)
- 从方程离散到代码，到最终结果的后处理都有详细的描述(From equation discretization to code, to post-processing of final results are described in detail.)