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matlabexamples

于 2010-04-25 发布 文件大小:10KB
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说明:  关于matlab图像处理的重要实例,包括灰度变换,降噪处理、图像增强和重建(important examples for image postprocessing based on matlab)

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    In this paper, we describe a novel approach for reducing the power consumption and complexity of a multiband orthogonal frequency-division multiplexing (MB-OFDM) ultrawideband (UWB) system by applying ideas from pulsed UWB ystems. The approach is quite general and applicable to many other systems. Unlike the MB-OFDM system, the enhancement that we propose uses pulses with duty cycles of less than 1 as the amplitude shaping pulse of orthogonal frequency-division multiplexing (OFDM) modulation.
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  • VQ
    LBG算法设计矢量量化码书的函数,需要给出训练序列x,矢量维数K和码书长度CN,返回根据训练序列给出的最小误差码书。(LBG algorithm for vector quantization codebook design function , you need to give training sequence x, vector dimension K and codebook length CN, return according to the minimum error given training sequence codebook . )
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  • power_3phPWM
    Three-Phase Two-Level PWM Converters This demonstration illustrates use of the Universal Bridge and Discrete PWM Pulse Generator blocks. It also demonstrates harmonic analysis of PWM waveforms using the Powergui/FFT tool.
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    針對單一人臉做出五官的檢測定位,並在人臉上畫出五官的方框作為表示.(For a single human face detection features make positioning, and his face painted in the box as an express facial features.)
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    ,Sonar Demo,Sonar Demo
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    ofdm mimo MATLAB仿真(ofdm mimo MATLAB simulation)
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    %DEFINEV Scaling vector and derivative % % [v,dv]= DEFINEV(g,x,l,u) returns v, distances to the % bounds corresponding to the sign of the gradient g, where % l is the vector of lower bounds, u is the vector of upper % bounds. Vector dv is 0-1 sign vector (See ?? for more detail.) % % Copyright (c) 1990-98 by The MathWorks, Inc. % $Revision: 1.2 $ $Date: 1998/03/21 16:29:10 $( DEFINEV Scaling vector and derivative [v, dv] = DEFINEV (g, x, l, u) returns v, distances to the bounds corresponding to the sign of the gradient g, where l is the vector of lower bounds , u is the vector of upper bounds. Vector dv is 0-1 sign vector (See?? for more detail.) Copyright (c) 1990-98 by The MathWorks, Inc. $ Revision: 1.2 $ $ Date : 1998/03/21 16:29:10 $)
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