brain_project

boa-constructor 基于wxPython and Python 的GUI构建器(boa-constructor in wxPython and Python-based GUI Builder)

实现谱减法，很实用，有四种图形显示，带颜色的，可以直接调用，需要voicebox工具包(o achieve spectral subtraction, it is practical, four graphic display, with color, you can directly call, you need the voicebox toolkit)

计算成组滑动的滑窗检测器的最佳门限已知: 击中数N = 128, 组宽n = 8，PF = 10¡ 6，PD = 90 假设以下条件: (a) 信号不起伏 (b) 忽略天线波束调制 1 (c) 计算PD时忽略目标区以外噪声的影响 组门限(第二门限)为K=8 滑窗的门限(第三门限)为L=16 (滑窗中包含的组数为16) 求解: 最佳的KOPT 和LOPT，对这题做了具体仿真实现。需要的朋友，一定知道很有用。(Optimal threshold calculated as group slidable window detector is known: hit number N = 128, the group width n = 8, PF = 106, PD = 90 assuming the following conditions: (a) signal is not undulation ( b) ignore the antenna beam modulation 1 (c) the calculation of PD ignored outside the target area noise of impact group door limit (the second door limit) for K = 8 sliding window of the door limit (third door limit) for L = 16 (sliding window contains group 16) to solve: the best of the KOPT the LOPT, these questions do specific simulation to achieve. A friend in need, we must know to be useful.)

双环并网逆变器matlab仿真,南京航天航空大学，自动控制系(double loop is fancy ,but there is more of than that control)

三相感应电机有传感器的直接FOC控制的matlab程序(FOC control of the three-phase induction motor sensor matlab program)

对初学者非常有用的数学分析的最优化代码，很好用。(it is very useful.)

Corrected as at 12/05/2003, 2102 HRS This program uses a Marching On in Time algorithm as described in equation 2.3.35 page 62 of: S. M. Rao 1999, "Time Domain Electromagnetics", Academic Press, pp. 1, 21, 58-52. ISBN 0-12-580190-4 The self term calculation uses the Equation as describled in C. A. Balanis 1997, "Antenna Theory Analysis and Design", John Wiley & Sons, p. 384 ISBN 0-471-59268-4 Note: all time units are in light meters (m/c).

boos pi controller close loop

说明：  kriging代理模型 进行近似计算的 可以自行改变参数(kriging approximate calculation agent model parameters can change their own-kriging surrogate model to approximate calculation can change the parameters)

基于MATLAB编写的快速傅里叶变换的程序(MATLAB-based programs written in the fast Fourier transform)