adaptcluster_kmeans_2

UltimateToolBox93代码、文档、例子(UltimateToolBox93)

说明：  采用乔克利特方法解方程，采用高斯消去法解方程(Qiaokelite method to solve the equation by using Gaussian elimination solution equation)

扩频通信中的gold序列特性仿真研究。(1) 利用MATLAB编程产生Gold序列族；给出每个序列的一个周期的输出； (2) 根据平衡Gold序列产生方法，产生Gold序列族中的所有平衡序列，每个序列给出一个周期的输出； (3) 计算(1)中Gold序列自相关函数，并画出它们的自相关曲线； (4) 计算(2)中Gold序列互相关函数，并画出其中某一序列与其他序列的互相关曲线； (Sequence Spread Spectrum Communication Simulation of gold. (A) the use of Gold sequences generated MATLAB programming given a cycle of each sequence output (2) The balance of Gold sequence generation method to produce Gold sequences of all balanced sequences, each sequence gives a cycle output (3) computing (1) Gold sequence autocorrelation function, and draw their autocorrelation curve (4) computing (2) Gold sequence cross-correlation function, and draw in which a sequence with other sequences cross-correlation curve )

本文件是因子分析的源代码，代码精要有注释。(Factor analysis of source code)

风力发电机部件及模型，包括风力发电机的变流器、发电机、以及并网部分(Wind turbine components and models, including the part of the wind turbine inverters, generators, and grid)

灰色模型，通过对少数数据的分析，鉴于灰色模型的使用，对未来进行预测。(Gray model, through the analysis of the data on the minority view of gray model used to predict the future.)

这个文件的功能是实现各种DOA估计算法的性能仿真验证，并完成DOA估计中MUSIC算法、Capon算法以及延迟相加算法性能比较的仿真验证的功能(This file is the function of various DOA estimation algorithms to achieve the performance simulation, and complete the MUSIC DOA estimation algorithm, Capon algorithm and delay sum algorithm performance comparison of the simulation function)

降低OFDM系统峰均比的PTS算法源码，经过MATLAB仿真成功-Reduce the PAPR of OFDM system PTS algorithm source, after the success of MATLAB simulation (Reduce the PAPR OFDM system PTS algorithm source code, MATLAB simulations after the success-Reduce the PAPR of OFDM system PTS algorithm source, after the success of MATLAB simulation)

Watermark A visible or invisible signature embedded inside an image to show authenticity or proof of ownership. The hidden watermark should be inseparable the host image, robust enough to resist any manipulations while preserving the image quality. Thus through watermarking, intellectual properties remains accessible while being permanently marked.

This function easily plots a 2-D grid which has been generated in the computational domain and transformed to the physical domain.