资源列表
5.4 EDF kmv model
- KMV方法的介绍以及Excel和matlab的实现代码(the introduction of KMV method and code for matlab)
平衡车Matlab
- 利用simulink画出程序图，运行m文件，就可得出小车车身倾斜距离，角速度等参数的波形
改进型pso算法
- 该算法中将速度位移公式与遗传算法相结合用于结果解决多配送中心的路径优化问题(In this algorithm, the velocity displacement formula is combined with the genetic algorithm to solve the path optimization problem of multiple distribution centers)
asympPDC-master
- 偏定向相干算法的matlab程序，部分定向相干，分析相干性因果性(Matlab program of partial directional coherence algorithm, analysis of coherence causality)
2009Sep_SGA__suspension_FalphaSMC
- 利用smc控制与sky control相结合的方法，控制悬架系统，并与模糊控制相对比(The method of combining SMC control with sky control is used to control the suspension system, and compared with fuzzy control)
reconfiguration
- 本程序用于配电网的网络重构，能有效、快速的对配电网做出重构，方便实用。(This program is used for the network reconstruction of the distribution network, which can effectively and quickly reconstruct the distribution network, which is convenient and practical.)
粒子群算法综合线阵低副瓣方向图
- 利用粒子群算法综合微带天线阵列方向图，可以自适应调节副瓣电平和波瓣宽度。(By using particle swarm optimization (PSO) to synthesize the pattern of microstrip antenna array, the sidelobe level and lobe width can be adjusted adaptively.)
汽车悬挂设计matlab
- 1.被动悬挂设计simulink模型 2.对于任意一段路面谱，求出其功率谱密度与频率的分布关系，在标准路面图中画出曲线验证路面 3.积分白噪声法路面构造simulink模型 4.整车平顺性分析simulink模型 5.实际路谱案例，c级路面 6.悬架动载荷功率谱密度图像画图matlab编程(1. Simulink model for passive suspension design 2. For any section of road spectrum, the
14自由度汽车模型以及论文
- 汽车14自由度仿真simulink文件，包括车身6个自由度，悬架4自由度，车轮4自由度。模型跑得通，且和carsim中同种工况下的运行结果相同，精度较高。 除此之外还有模型搭建的对应论文可供参考学习(Vehicle 14 DOF simulation Simulink file, including 6 DOF of body, 4 DOF of suspension and 4 DOF of wheel. The model runs well and has the same result
计科软件对161_陈金金_水果识别
- 基于matlab的水果识别系统，含报告，源码(Fruit recognition system based on matlab, including report, source code)
天线波束方向图
- 考虑一长度为D，宽度为L的理想均匀面阵天线，并用Matlab画出其二维波束方向图。(Consider an ideal uniform planar array antenna with length D and width L, and draw its two-dimensional beam pattern with MATLAB.)
非线性动力学-分岔图-混沌-程序
- 上海交通大学非线性动力系统的分岔图绘制实例，非常简单好用。(The example of drawing bifurcation diagram of non-linear dynamic system in Shanghai Jiaotong University is very simple and easy to use.)