Description: matlab在系统辨识中的应用此处为M序列产生的源代码及运行后结果（包括图像）-Matlab system identification in the application here for the M series of source code and run after the results (including images) Platform: |
Size: 10240 |
Author:于瑞 |
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Description: m序列的生成，包括在有限域GF(p)中的基于不同p取值，不同级数条件下的本原多项式多种选择条件下的m序列生成。-m sequence generation, including in GF (p), the p value based on different, different levels under the conditions of primitive polynomial number of options under the conditions of m-sequences generated. Platform: |
Size: 3072 |
Author:李南 |
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Description: 用来产生M序列的MATLAB程序，其周期为31位，结合pn.m可生成GOLD序列。-used to produce M sequence MATLAB, cycle 31. combining pn.m GOLD sequences can be generated. Platform: |
Size: 1024 |
Author:罗旋 |
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Description: 支持4到16bit 的m序列的MATLAB源码。输入寄存器长度M_Len，输出2.^M_Len-1长度的寄存器状态值向量-4 to 16bit support of the MATLAB m sequence source. M_Len input register length, the output 2. ^ M_Len-1 length of the state vector register Platform: |
Size: 1024 |
Author:gaozhibin |
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Description: Gold序列是基于m序列优选对产生的，是由两个长度相同、速率相同、但码字不同的m序列优选对模2加后得到的，一对长度为N的m序列优选对可以产生N＋2条Gold码。-Gold sequence is based on the optimization of m sequences generated by both the length of the same, the same rate, but different m codeword sequence optimization of mode 2 increases obtained, a pair of length N of the m sequence optimization can generate N 2 Article Gold code. Platform: |
Size: 4096 |
Author:wangzhe |
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Description: ：主要介绍m序列、Gold序列、Kasami序列和JPL序列的生成原理及其MATLAB的实现，并介绍如何用MATLAB中
Simullnk对其进行硬件仿真，给出了相应自相关和互相关结果。-: The main introduction m sequence, Gold sequences, Kasami sequences and sequences generated JPL principle and the realization of MATLAB, and introduce how to use MATLAB in their Simullnk hardware simulation, the corresponding auto-correlation and cross-correlation results. Platform: |
Size: 156672 |
Author:毛淑华 |
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Description: M序列信号算法仿真在系统辨识中有着很大的应用前景。多谐差相方法辨识精度很高有着很苛刻的要求，要求已知辨识参数个数已知并且需要整周截断。而M序列信号的测试方法没有这个方面的要求。其辨识未知模型时，可以用最小二乘算法观察辨识系统的精度来确定模型的阶次。本算法里面不但给出了用于M序列生成的本原多项式计算方法，同时编写了M序列信号的生成算法，并编写了相关辨识方法的算法。-M sequence signal simulation algorithm for identification in the system have great application prospects. Identification of multi-harmonic differential phase method with high precision has very stringent requirements, demand parameters are known to identify the number of known and need to cut off the whole week. The M sequence signal testing methods do not have this requirements. Its identification unknown model, you can observe the identification system using least-squares algorithm to determine the accuracy of the model order times. This algorithm is used which not only gives the M sequence generated by primitive polynomial method of calculation as well as prepare the M sequence signal generation algorithm, and the preparation of the relevant identification method algorithms. Platform: |
Size: 81920 |
Author:黄金峰 |
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Description: 【1】随机序列产生程序
【2】白噪声产生程序
【3】M序列产生程序
【4】二阶系统一次性完成最小二乘辨识程序
【5】实际压力系统的最小二乘辨识程序
【6】递推的最小二乘辨识程序
【7】增广的最小二乘辨识程序
【8】梯度校正的最小二乘辨识程序
【9】递推的极大似然辨识程序
【10】Bayes辨识程序
【11】改进的神经网络MBP算法对噪声系统辨识程序
【12】多维非线性函数辨识程序的Matlab程序
【13】模糊神经网络解耦Matlab程序
【14】F-检验法部分程序
-【1】 【2-random sequence generation process white noise generation process】 【3】 M sequence generation process 【4】 to complete a one-time second-order system least-squares identification procedure 【5】 actual pressure system least-squares identification procedure 【6】 Delivery Push the least squares identification procedure augmented 【7】 【8】 least square identification procedures for gradient correction least square identification procedure 【9】 Recursive maximum likelihood identification procedures 【10】 【11】 Bayes identification procedures Improved neural network algorithm MBP noise system identification procedure 【12】 multi-dimensional nonlinear function identification program Matlab program 【13】 fuzzy neural network decoupling Matlab program 【14】 F-test part of the program Platform: |
Size: 7168 |
Author:jshuska |
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Description: 1.使用Matlab设计m序列发生器。
2.使用生成多项式(23)8=(10011)2产生第一个m序列；
3.使用生成多项式(31)8=(11001)2产生第二个m序列。(1. Design an m-sequence generator using Matlab.
2. Generate the first m sequence using the generator polynomial (23)8=(10011)2;
3. Generate the second m-sequence using the generator polynomial (31)8=(11001)2.) Platform: |
Size: 22528 |
Author:songf |
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Description: 1.使用Matlab对m序列特性进行研究；
2.使用Matlab产生walsh码，并对其特性进行研究。(1. Use Matlab to study the characteristics of the m sequence;
2. Use Matlab to generate walsh code, and study its characteristics.) Platform: |
Size: 1024 |
Author:songf |
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Search - m sequence matlab