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PIC-MCC等离子体仿真

于 2021-04-06 发布文件大小:1478KB

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下载积分: 1 下载次数: 92

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代码说明：

l利用MATLAB进行PIC-MCC等离子体仿真(simulation of plasma)

文件列表：

echusudu.m,375,2015-05-11
edianli01.asv,1622,2015-07-08
edianli01.m,1709,2015-07-08
ejifa1.asv,997,2015-07-08
ejifa1.m,997,2015-07-08
epanduan.asv,2104,2015-07-07
epanduan.m,2307,2015-07-07
etanxing1.asv,1092,2015-07-08
etanxing1.m,1092,2015-07-08
ichusudu.m,302,2015-05-11
ijiaohuan.m,222,2015-05-04
ipanduan.asv,923,2015-07-08
ipanduan.m,923,2015-07-08
itanxing2.asv,1168,2015-07-08
itanxing2.m,1131,2015-07-08
MAIN 7 14.asv,17766,2015-09-16
main.asv,12286,2015-06-15
main7-14.m,17777,2015-09-16
main916.asv,17953,2015-09-16
main916.m,17766,2015-09-16
po3.m,873,2015-05-04
poso3.asv,2342,2015-07-27
poso3.m,2411,2015-07-27
possoin.asv,3374,2015-09-16
possoin.m,3203,2015-07-19
smain.asv,18183,2015-08-07
smain.m,18195,2015-08-09
smooth.asv,824,2015-07-03
smooth.m,824,2015-07-03
Untitled2.asv,17293,2015-07-07
文档.doc,711680,2015-04-27
新建文本文档.txt,48,2014-10-27

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datareductionwithroughsets
属性约简的matlab代码：实现了基于信息熵、模糊信息熵；这些算法可以同时处理离散变量和数值变量，无须离散化。(Attribute Reduction of matlab code: to achieve based on information entropy, fuzzy information entropy these algorithms can deal with discrete variables and numerical variables without discretization.)

2021-04-06 20:19:02下载

积分：1
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a complete treat of EM wave propagation, microwave techniques and antennas + matlab codes

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This application based REcruitment based project

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本文件用来实现基于图像处理和模式识别的采用matlab语言编写的的车牌识别程序(This file is used to realize image processing and pattern recognition based on the use of written matlab license plate recognition program)

2011-06-06 11:06:42下载

积分：1
OFDM
不错的OFDM系统仿真程序。包括了整个系统所需的仿真程序。(Good OFDM system simulation program. Including the entire system simulation program required.)

2007-11-28 17:06:53下载

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Gilbert-Strang3
gilbert strang matlab Computational Science and Engineering

2013-11-10 20:13:11下载

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anquanguohe
先定义允许状态S={(x,y)|x=0或3,y=0,1,2,3 x=y=1,2}, 允许决策D={(u,v)|u+v=1,2},求dk<-D(k=0,1,2,…,n),使状态Sk<-S按照状态转移律S(k+1)=S(k)+(-1)^k*dk,由初始状态 S1=[3,3]经有限步到达状态S(n+1)=[0,0].此为求解多步决策问题( First define to allow the state S = ((x, y) | x = 0 or 3, y = 0,1,2,3 x = y = 1,2), to allow the decision-making D = ((u, v) | u+ v = 1,2), seek dk < -D (k = 0,1,2, ..., n), so that state Sk < -S state transition in accordance with law S (k+1) = S (k )+ (-1) ^ k* dk, from the initial state S1 = [3,3] by the finite-step to reach the status S (n+1) = [0,0]. This is a multi-step decision-making problem solving)

2010-02-17 12:02:50下载

积分：1

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