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用于仿真雷达基础函数-线性调频函数和实验结果分析(simulate LFM for radar, results are also include.)

说明：  混沌工具function s=shuffle(x,c)(function s=shuffle(x,c))

基于GUI的iir数字滤波器的仿真 内附源代码(based on GUI simulink of iir digital filter there are sourse code in this artical)

干涉仪测向具有精度高、速度快的特点，在无源探测定位系统中具有广泛的应用。传统干涉仪依靠短基线保证无模糊测向范围，依靠长基线保证测向精度，采用整数阶基线比。该方法在宽带应用条件下难以实现，且对天线阵的安装位置非常敏感。本课题研究分数阶干涉仪测向的算法，同时实现宽带、高精度、无模糊的要求，并研究不同分数比、相位测量误差对测向精度的影响，进行仿真验证。 (interferometer is measured to high accuracy and fast, in the passive position detection system has wide application. Rely on traditional interferometer no guarantee short baseline measurement to the scope of fuzzy, relying on long baseline measurement to ensure accuracy, using integer band than the baseline. The method in broadband applications under difficult conditions and the right antenna installation location is very sensitive. The research fractional interferometer to test the algorithm, while achieving wide-band, high-precision, without ambiguity, and different than the scores, phase measurement error to the measurement accuracy of the impact simulation test.)

相空间重构代码，有助于混沌研究，希望对大家有点用。(restruction and chaos)

三角级数法模拟路面不平度的MATLAB命令流(The simulation method of Road roughness)

说明：  在Matlab中模拟“落体偏东”想象。物理上，非惯性系下相对运动会产生科里奥利力，正是在科氏力下，地球上的运动物体才会产生偏转。(Simulated in Matlab, &quot off the body towards the east&quot Imagine. Physically, non-inertial Coriolis force generated in the relatively Games, is in the Coriolis force, the earth will produce deflection of moving objects.)

大气湍流中，关于亚谐波的产生方法有三种，此程序为用LANE的方法产生(Atmospheric turbulence, with regard to sub-harmonic generation in three ways, the program is produced by a method LANE)

MATLAB 工具箱，可用于惯性导航的常用模拟，包括器件误差、平台误差、纯惯导解算、惯导与GPS融合、惯导与DR融合、初始对准等滤波算法(Filtering algorithm MATLAB toolbox can be used to simulate conventional inertial navigation, including device error, error platform, Inertial Navigation solver, INS and GPS integration, integration of INS and DR, initial alignment, etc.)

利用Inmin01.m函数计算系统PID校正器参数的程序(The use of computing systems Inmin01.m function parameters PID correction procedures)