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linear-DFE-MLSE-Equalizer

于 2021-03-03 发布 文件大小:158KB
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代码说明：

说明：  MATLAB 仿真MLSE，DFE，FFE均衡效率比较。(MATLAB simulation of MLSE, DFE, FFE balance efficiency comparisons.)

文件列表：

linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo.asv
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo.html
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo.m
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_01.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_02.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_03.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_04.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_05.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_06.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_07.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_08.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_09.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_10.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_11.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_12.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberdemo_13.png
linear-DFE-MLSE-Equalizer\eqberdemo\eqberREADME.txt
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_adaptive.html
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_adaptive.m
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_graphics.asv
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_graphics.m
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_mlse.asv
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_mlse.html
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_mlse.m
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_siggen.html
linear-DFE-MLSE-Equalizer\eqberdemo\eqber_siggen.m
linear-DFE-MLSE-Equalizer\eqberdemo\figposition.m
linear-DFE-MLSE-Equalizer\eqberdemo\test_function.m
linear-DFE-MLSE-Equalizer\loadFile.do.htm
linear-DFE-MLSE-Equalizer\loadFile.do_files\00th.png
linear-DFE-MLSE-Equalizer\loadFile.do_files\30th.png
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linear-DFE-MLSE-Equalizer\loadFile.do_files\blue_band_536x5.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\bullet.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\Captcha.htm
linear-DFE-MLSE-Equalizer\loadFile.do_files\cmnty1.css
linear-DFE-MLSE-Equalizer\loadFile.do_files\doc.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\dots_rnav.gif
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linear-DFE-MLSE-Equalizer\loadFile.do_files\mlc_logo.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\preview.jpg
linear-DFE-MLSE-Equalizer\loadFile.do_files\question.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\s46073723090508.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\site3.css
linear-DFE-MLSE-Equalizer\loadFile.do_files\spacer.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\submitfile.gif
linear-DFE-MLSE-Equalizer\loadFile.do_files\s_code.js
linear-DFE-MLSE-Equalizer\loadFile.do_files\xmlicon_30x12.gif
linear-DFE-MLSE-Equalizer\eqberdemo
linear-DFE-MLSE-Equalizer\loadFile.do_files
linear-DFE-MLSE-Equalizer

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    正方形ABCD的4个顶点各有1人.在某一时刻,4人同时出发以匀速v=10m/s按顺时针方向追逐下一人,如果他们始终保持对准目标,则最终按螺旋状曲线于中心点O.试求出这种情况下每个人的行进轨迹(Four vertices of square ABCD each one. At a time, 4 people starting at a uniform v = 10m/s in a clockwise direction chasing the next person, if they remain at the target, then press the spiral curve in the final Find the center point O. This road track of each person)
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