license

本程序实现轨迹生成。基于的原理是飞行器位置和姿态解耦，对其进行独立设计，通过反解出惯性器件信息，从而用于导航。(The program trajectory generation. Based on the principle of the aircraft position and attitude decoupling its independent design, the inverse solution inertial devices used for navigation.)

SINS/Star tracker Integrated navigation

从雷达目标接收的信号通常埋在 热噪声和杂波。正如杂波加噪声电源 不知道先验，固定的阈值检测方案不能 假警报才会应用于雷达回报 控制。(The signal received from a radar target is usually buried in thermal noise and clutter. As the clutter-plus-noise power is not known a priori, a fixed threshold detection scheme cannot be applied to the radar return if the false alarm is to be controlled.)

Control of High Voltage 3-Phase BLDC Motor

分数阶傅里叶变换程序代码，有用可行，亲自测试过，能够放心使用····(Fractional Fourier transform program code, a useful and feasible, personally tested, can be assured use)

信道仿真程序，各种信道估计算法 cbea.m rec_complex.m automc.m real_noise.m arma_fse.m rcosine.m qam.m addnoise.m calc_fse_SER.m PAM.m MMSE_fse.m ray2.m ray3.m (Channel simulation cbea.m rec_complex.m automc.m real_noise.m arma_fse.m rcosine.m qam.m addnoise.m calc_fse_SER.m PAM.m MMSE_fse.m ray2.m ray3.m )

ASK,FSK,PSK信号调制及用FFT法进行频率估计(ASK signal modulation and the FFT algorithm with frequency estimation)

D:matlab mmintegrate.rar数值积分(D : Matlab nmm integrate.rar numerical integration)

Simulation of a transmitter implementingthe OFDM transmission chain with QPSK modulation on each sub-carrier(Simulation of a transmitter implementing the OFDM transmission chain with QPSK modulati on on each sub-carrier)

微分方程（这里指的是常微分方程）指含有一次、二次、乃至高次微分未知数的方程。是解决偏微分方程、数理方程的基础。有许多特殊函数，都是为了无法得出多项函数或超越函数型式的解析解的微分方程而定义出来。这些特殊函数之所以重要，是因为它们描述了自然界中的某些现象，例如，电子的活动、鼓皮的振动、钟摆的摆动等等。(Differential equations (in this case is the ordinary differential equation) means containing one, two, and even high-differential equations unknowns. Is to solve the partial differential equations, mathematical equations based. There are many special functions, are not drawn to a number of functions or functions beyond the type of analytical solution of differential equations which define them. These special functions are important because they describe the nature of certain phenomena, for example, electronic activities, drum skin vibrations, pendulum swing, and so on)