MDVR

"introduction to the finite element method in electromagnetics" 配套源码。 内容包括了1-D，2-D的4~5个FEM例子，适合初学者用。( Introduction to the finite element method in electromagnetics auxiliary source. Includes a 1-D ,2-D FEM of 4 to 5 examples, for beginners to use.)

位同步例程源代码，gardener算法的(Bit synchronization routines source code, gardener algorithm)

music算法运用于波达方向的测定,波达方向的测定先现广泛用于雷达等应用中.music算法是个很成熟的算法,如今学者们就计算量,精确度上的问题又提出了很多的改进算法.如下为 基本算法,可正确运行(music DOA algorithm applied to the determination of DOA in the first radar is widely used in such applications. music algorithm is a very mature algorithm, Now scholars on the calculation accuracy on the problem makes a lot of improved algorithm. following the basic algorithm, can be correctly operation)

双馈电机模型，给刚学双馈电机的好的帮助，希望对大家有帮助。。。(dfig moxing，)

本程序主要实现的是QPSK误码率分析，仿真图包括QPSK仿真误码率，QPSK理论误码率，QPSK仿真误比特率，QPSK理论误比特率。(The main procedures are QPSK BER analysis, simulation figure includes QPSK simulation BER, QPSK theoretical BER, QPSK simulation BER, QPSK theoretical bit error rate.)

说明：  波动方程有限差分数值模拟，采用二阶差分，AEA自由表面边界条件(Finite difference numerical simulation of wave equation using second order difference and AEA free surface boundary conditions)

已知观测数据为A+W(n)，其中A为直流信号，W为复高斯噪声，服从CN（0， ），在统计N次下，计算X的统计平均值 ，求T(x)= 的pdf：p(T(x)|H0)、p(T(x)|H1)。 H0： W H1： A+W (Known observation data A+W (n), where A is the DC signal, W is the complex Gaussian noise, subject CN (0,), N times in the statistics, the calculation of the statistical mean of X, find T (x) = a pdf : p (T (x) | H0), p (T (x) | H1). H0: W H1: A+W)

用matlab编写的形状记忆合金的受限回复曲线。(Shape memory alloy using matlab restricted Reply curve.)

VMWare是一个“虚拟PC”软件.它使你可以在一台机器上同时运行二个(VMWare is a virtual PC software, which allows you to run two at the same time on a single machine)

说明：  针对拟合问题的正则化工具箱，具体包括Tikhonov正则化、TSVD正则化等，也包括选择正则化参数的L-curve,GCV等正则化参数选取方法以及Picard条件计算等。(The regularization toolbox for fitting problems includes Tikhonov regularization, TSVD regularization, L-curve, GCV regularization parameter selection method and Picard condition calculation.)