搜索资源列表
matlab.rar
- 基于matlab编制的newmark结构动力分析,Matlab prepared based on the Newmark Structural Dynamic Analysis
newmark.rar
- Nermark-Beta method for calculating the structural responce,Nermark-Beta method for calculating the structural responce
newmark
- matlab程序，中心差分法-matlab program, central difference method. . . . . . . . . . . . . . . . .
newmB
- newmark beta method for seismic responce spectra
newmark
- 计算结构动力反应的NEWMARK方法，计算结构动力反应的NEWMARK方法-Calculation of structural dynamic response NEWMARK method in calculating the structural dynamic response method NEWMARK
Newmark
- newmark法 进行时程分析 可能有个别小错误，欢迎指正-newmark
newmark
- 用matlab编写的newmark－belta法求解结构动力响应-Prepared using matlab newmark-belta method for structural dynamic response
newmark
- this is a matlab program used to create charts in newmark methods
Newmark-in-Matlab
- 以Newmark法求解受移动载荷作用的梁振动问题-Moving load problem using Newmark in Matlab
NewMark_damped_MDOF_free_vib
- NewMark数值方法求解MDOF自由振动(This is a code about Newmark method solving free vibration of MDOF system.)
Newmark
- 介绍了NEWMARK贝塔法的方法，运用的MATLAB语言，简洁(Introduced the NEWMARK beta method, the use of MATLAB language, concise)
newwmark
- newmark求解线性结构动力反应，非线性不行，可用于有限元(Newmark solving dynamic responses of linear structures)
Newmark
- Newmark method in matlab
NewMark-beta
- 此为NewMark-beta算法的matlab代码，适用于线性结构的动力响应计算(This is the NewMark-beta algorithm matlab code, applicable to the linear structure of the dynamic response calculation)
newMark-β法
- 对4层模型采用newMark-β法进行时程分析(Time history analysis of 4 layer model using newMark- beta method)
MATLAB
- MATLAB下的newMark计算程序。(NewMark computing program under MATLAB.)
Newmark beta
- 基于Matlab的非线性Newmark法，用于计算结构动力响应(Nonlinear Newmark method for calculating structural dynamic response)
NumericalMethods7.1
- Newmark coefficient
Newmark-Beta
- 计算Newmark-beta法的matlab程序(The matlab program for calculating the Newmark-beta method)
newmark和牛顿威尔逊方法
- 将newmark算法和牛顿威尔逊算法综合起来，结合两种算法的优势求解一般性动力学方程，线性和非线性都可以。(The Newmark algorithm and Newton Wilson algorithm are combined to solve the general dynamic equation, both linear and non-linear.)