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找到约 10,000 项符合「plot」的源代码

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www.eeworm.com/read/154092/11989576

m ex3_4.m

% % This file generates the graph for Example 3.4 % "Reflection coefficient representations" % % Copyright (c) 1999 by P.Bretchko and R.Ludwig % "RF Circuit Design: Theory and Practice"
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m ex9_14.m

% % In this example we first find the constant operating power gain % circle and then map it into the G_S plane where it is plotted % in conjunction with the constant noise circle % % C
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m ex9_13.m

% % In this example we plot the constant operating power gain % circle and choose a load reflection coefficient G_L. % Based on this G_L the input reflection coefficient is computed % %
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m holder.m

function h=holder(tfr,f,n1,n2,t,pl) %HOLDER Estimate the Holder exponent through an affine TFR. % H=HOLDER(TFR,F,N1,N2,T) estimates the Holder exponent of a % function through an affine time-frequenc
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m guangyizuixiaofangcha.m

%y(t)=0.8y(t-1)+0.5u(t-2)+kesai(t) % J=E[(y(t+2)-yr(t))^2+0.1u(t)^2] %yr(t)为周期为200,幅度为20的方波,总步数t= 800 clc clear Qe=0.81; randn('seed',1); M=800; kesai=sqrt(Qe)*randn(1,M+10); yr(1)=20;%*****参
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m xch14.m

x=linspace(-6,6,100); y=1./(x.^2+1); x1=linspace(-6,6,41); y1=1./(x1.^2+1); plot(x,y,x1,y1,x1,y1,'o','LineWidth',1.5), gtext('n=40'),
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m lch.m

m=101; x=-5:10/(m-1):5; y=1./(1+x.^2);z=0*x; plot(x,z,'r',x,y,'LineWidth',1.5), gtext('y=1/(1+x^2)'),pause n=3; x0=-5:10/(n-1):5; y0=1./(1+x0.^2); y1=lagr1(x0,y0,x); hold on,plot(x,y1,'b'),
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m xch12.m

x=linspace(-6,6,100); y=1./(x.^2+1); x1=linspace(-6,6,11); y1=1./(x1.^2+1); plot(x,y,x1,y1,x1,y1,'o','LineWidth',1.5), gtext('n=10'),
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m xch13.m

x=linspace(-6,6,100); y=1./(x.^2+1); x1=linspace(-6,6,21); y1=1./(x1.^2+1); plot(x,y,x1,y1,x1,y1,'o','LineWidth',1.5), gtext('n=20'),
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m exa010201b.m

%--------------------------------------------------------------------------------------- % exa010201b.m, for example 1.2.3 % 说明信号的子带分解; %----------------------------------------------------------