New-Text-Document

this file represent the model of turbine wind you can use to connect with DFIG machine

ASK、BPSK、FSK3种调制方式的matlab实现(ASK, BPSK, FSK3 kinds of modulation matlab implementation)

数字图像处理与机器视觉-visual C++与matlab实现,第8章配套源程序(Digital image processing and machine vision of-visual C++ and MATLAB, the 8th chapter matching source)

D-S证据理论数据融合，用于时频分析算法，基于掌纹识别的在线身份验证 识别算法本科毕设。( D-S evidence theory data fusion, For time-frequency analysis algorithm, Verify recognition algorithm based on palmprint recognition undergraduate complete set of online identity.)

说明：  用于二值图像的细化处理，开发环境为matlab，对图像处理便捷有效(For the refined binary image processing, development environment for matlab, convenient and effective for image processing)

CounterV3.2（非零坊统计 v3.2）(CounterV3.2 (non-zero Square Statistics v3.2))

模型预测控制_MPC_系统仿真软MPC件开发与实现 (mpc jiao cheng)

很多经典的粒子群算法的matlab程序，智能计算方面的(Many classical PSO algorithm matlab procedures, intelligent computing)

Dear colleagues! I uploaded sample code for SIMPLE-algorithm and solving lid-driven cavity flow test. 2-D Lid Driven Cavity (Matlab)

无功优化IEEE论文With the increased loading of existing power system, the problem of voltage stability and voltage collapse has become a major concern in power system planning and operation. The dependence of the system voltage profile on reactive power distribution forms the basis for reactive power optimisation. The technique attempts to utilises fully the reactive power sources in the system to improve the voltage profile and also to meet the reactive power requirements at the AC–DC terminals to facilitate the smooth operation of DC links. The method involves successive solution of steady-state power flows and optimisation of reactive power control variables with unified power flow controllers using linear programming technique. The proposed method has(With the increased loading of existing power system, the problem of voltage stability and voltage collapse has become a major concern in power system planning and operation. The dependence of the system voltage profile on reactive power distribution forms the basis for reactive power optimisation. The technique attempts to utilises fully the reactive power sources in the system to improve the voltage profile and also to meet the reactive power requirements at the AC–DC terminals to facilitate the smooth operation of DC links. The method involves successive solution of steady-state power flows and optimisation of reactive power control variables with unified power flow controllers using linear programming technique. The proposed method has been tested on a real life equivalent 96-bus AC and a two terminal DC system.)