代码搜索:Normalized

找到约 4,216 项符合「Normalized」的源代码

代码结果 4,216
www.eeworm.com/read/176823/9483144

m demprgp.m

function demprgp(action); %DEMPRGP Demonstrate sampling from a Gaussian Process prior. % % Description % This function plots the functions represented by a Gaussian Process % model. The hyperparameter
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m demnlab.m

function demnlab(action); %DEMNLAB A front-end Graphical User Interface to the demos % % Description % This function will start a user interface allowing the user to select % different demonstration f
www.eeworm.com/read/176500/9495705

m prog8b2.m

% % m-file for Example 8B.2 (Program 8B.2, p566). % Program name: prog8b2.m % N=2; % Filter order Fs=1280; % Sampling frequency FN=Fs/2; fc=150; % Cutoff frequenc
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m prog7b2.m

% % prog7b2.m, p442 File name % FS=1000; % Sampling frequency FN=FS/2; % Nyquist frequency N=73; % Filter length beta=5.65; % Kaiser ripple parameter fc
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m prog7b1.m

% % prog7b1.m, p442 Program name % fc=0.53; % cutoff frequency (normalized to Fs/2) N= 10; % Filter length (number of taps) hd=fir1(N-1,fc,boxcar(N)); % Calculate truncated ideal
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txt newtonhuan.txt

摘要: 这个程序可以实现牛顿环(Newton's rings)的演示, 其中可调参数包括波长, 透镜曲率半径及最低点空气缝隙的厚度.参数的调节是通过欢快实现的,其中颜色 随波长近似的变化. 本程序可以增进读者对牛顿环的理解. 程序如下: % 牛顿环演示的MATLAB程序 close all;clear;clc; figure('Position',[90 164 873 48
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m gui_demo_ctx.m

function gui_demo_ctx() %GUI_DEMO_CTX is a demo of GUI design for the book. % with ContextMenu added. %designed by Professor Dingyu Xue (c), 5 April, 2000 h_main=figure('Units','normalized','Po
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m gui_demo.m

function gui_demo() %GUI_DEMO is a demo of GUI design for the book. %designed by Professor Dingyu Xue (c), 5 April, 2000 h_main=figure('Units','normalized','Position',[0.3,0.3,0.5,0.4],... 'Nam
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m gui_counter.m

function gui_counter() %GUI_COUNTER is a demo of GUI design for the book. %designed by Professor Dingyu Xue (c), 5 April, 2000 h_main=figure('Units','normalized','Position',[0.15, 0.45, 0.6, 0.1],.
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m shw3d_win.m

function fig = shw3d_win() %SHW3D_WIN is a demo of GUI design for the book. %designed by Professor Dingyu Xue (c), 5 April, 2000 mat2=[ 0 0 1.0000 0 0.5000 0