matlab

自适应滤波和均衡，LMS,RLS，智能天线(Adaptive filtering and equalization, LMS, RLS, smart antennas)

说明：  常规的单载波调制技术在带宽有限的测井电缆上的低传输速率制约着成像测井技术的发展。在分析测井 电缆传输特性和 OFDM 技术原理的基础上 ,设计了一种基于 OFDM 技术的测井电缆高速数据传输系统 ,并介绍了 基于 OFDM 技术的测井电缆高速数据传输系统的参数设计和工作原理 ,给出了不同长度测井电缆上的测试结果。 电缆实测结果表明 ,在 7 000 m长的测井电缆上 ,基于OFDM 技术的测井电缆高速数据传输系统可获得900 kbit / s 以上的数据传输速率和低于 5E28 的误码率。当变压器的接入模式为 Mode2II时 ,系统最高的数据传输速率可达到 1. 1 Mbit/ s。(To solve t he low data t ransmission rate problem in t he conventional single car rier mod2 ulation met hod for logging cable and enhance t he data t ransmission rate , a new data t ransmission system with high data t ransmission rate for logging cable is propo sed , which is based on t he Or2 t hogonal Frequency Division Multiplexing (OFDM) technology. The working principle of OFDM modem and t he procedure of data t ransmission system are al so presented and lot s of test s are car2 ried out on logging cables with different lengt hs. It is verified that t he data t ransmission rate can reach 900 kbit/s on 7 000 meter s logging cable wit h bit er ror rate (BER) lower t han 5E28 , and t he maximum data t ransmission rate is 1. 1 Mbit/s under Mode2II of t he t ransformer .)

ACHIEVO OH Ñ ONELE MONTED IN THE FFT TRANSFORMER

Matlab辅助激光光学分析与应用.zip(Matlab assisted laser optical analysis and application. Zip)

遗传算法改进的模糊C-均值聚类MATLAB源码。用单纯形法来做的(Improved genetic algorithm fuzzy C- means clustering MATLAB source. To do with the simplex method)

马尔科夫链蒙特卡洛模拟（MCMC）matlab工具箱(Markov chain Monte Carlo (MCMC) matlab toolbox)

中继节点辅助的D2D通信传输模式切换 .pdf(RN assisted D2D communication transmission mode switching .pdf)

利用matlab程序编写了如何求解连续状态空间方程的解(Use matlab to write how to solve the continuous state space equation solution )

本程序完成cic滤波器的设计，并且含有滤波实例，同时设计了三种cic滤波器进行比较(this programm propose the design of cic filter. it contain an example of how this filter works. meanwhile it compares three different cic filter)

Data Encryption by Matrix Multiplication We will only use numbers 0 to 26 for the encryptive mathematics operation. Numbers from 1 to 26 are for letters from A to Z and 0 is for all non-letter characters. To minimize usage of numbers, all letters are converted to upper case. The original message is converted to number array according to the ASCII table and minus 64. We partition whole array into blocks of 8 numbers. The last block may be added several zeros. Then multiply each block by the an 8x8 matrix A which is invertible in Z27 to get cipher data. The decryption is the same process except to use its inverse matrix B. For good visual reading, we convert all non-letter characters to under score for the decryption.