资源列表
MY_MPCController3
- 基于模型预测控制的，运动学的轨迹跟踪控制器设计-Based on model predictive control, the kinematic trajectory tracking controller design
SVD
- 奇异谱分解技术，与相空间重构相结合，对信号进行降噪处理-Singular spectrum analysis technology, combined with the phase space reconstruction of signal noise reduction
wangge1
- 使用涡格法计算任意翼面的升力、阻力、俯仰力矩系数-CALCULATING wing vortex lattice method of using lift, drag, pitching moment coefficients. .
f16
- F-16，flightgear and matlab 仿真-F-16，flightgear and matlab simulation
suan
- 四旋翼飞行器控制算法，主要通过控制四旋翼飞行器的姿态和位置，使得飞行器在飞行过程中能够稳定飞行。目前存在的PID控制算法，在鲁棒性、相应速度以及抗干扰方面的性能不是很好。本算法则是使用模糊PID的控制算法，能够满足四旋翼飞行器的需求。-Four-rotor control algorithms, mainly by controlling the attitude and position of the four-rotor aircraft, making the aircraft durin
6DOF
- 此程序作为编译型udf，可以实现fluent中的六自由度运动模块中的功能 -This program can be used as the compiled UDF, and it can realize the function of the six degree of freedom motion module in fluent.
DirectionCosin
- 载体的姿态解算算法是实现捷联式惯性导航系统精确导航的核心技术之一，采用了标准方向余弦法求解惯性导航的位置姿态-Carrier attitude algorithm of the algorithm is to achieve strapdown inertial navigation system is one of the core technology of accurate navigation, using the standard method of direction cosine
VRP-considering-time-matlab
- 带运行时间限制的milk-run问题求解matlab程序，修改数据，可以自行调试。-Milk-run problem solving with the run time limit matlab program, change the data, you can debug their own.
MATLAB_StudyWorks_BCM_1-20140915
- 汽车应用（车身控制器BCM功能开发实例）,描述了汽车BCM的各个功能模块，可用于BCM控制器开发。-Automotive (body controllers BCM function development instance) describes the various functional modules BCM car can be used for BCM controller development.
MDVRP_yichuansuanfa
- 用matlab解决vrp问题,本程序为遗传算法解决基本VRP问题的例程。各供货点距离矩阵及遗传算法参数在VRP- Vrp with matlab solve problems, the present program to solve the basic problem of genetic algorithm VRP routines. Each delivery point distance matrix and genetic algorithm parameters in VRP
phasedMIMOradar
- 相控阵-MIMO雷达仿真MATLAB程序-phased-MIMO radar MATLAB code
GA
- 利用遗传算法解决列车优化运行问题，为了简化问题考虑只有一个牵引和惰性的过程。-Genetic algorithm is used to solve the problem of train operation optimization. In order to simplify the problem, there is only one process of traction and inertia.