代码搜索:plot

找到约 10,000 项符合「plot」的源代码

代码结果 10,000
www.eeworm.com/read/314800/13559064

m exa010201a.m

%--------------------------------------------------------------------------------------- % exa010201a.m, for example 1.2.2 % 说明信号的子带分解; %----------------------------------------------------------
www.eeworm.com/read/314764/13559552

m bianbuchanglms.m

clc; clear all N=1000; u=0.0002; umax=0.1; umin=0.0000002; p=0.0965; %p=1; v=wgn(1,N,p); x(1)=v(1); x(2)=0.2*x(1)+v(2); for n=3:N; x(n)=0.2*x(n-1)-0.9*x(n-2)+v(n); end; w1(3)=0; w2
www.eeworm.com/read/314729/13560105

m shili14.m

function shili14 h0=figure('toolbar','none',... 'position',[200 150 450 250],... 'name','实例14'); axis([0 10 0 10]); hold on x=[]; y=[]; n=0; disp('单击鼠标左键点取需要的点'); disp('单击鼠标右键点取最后一个点
www.eeworm.com/read/314729/13560125

m shili33.m

h0=figure('toolbar','none',... 'position',[200 150 450 250],... 'name','实例33'); x=0:0.5:2*pi; y=sin(x); h=plot(x,y); grid on huidiao=[... 'if i==1,',... 'i=0;,',... 'y=co
www.eeworm.com/read/314729/13560132

m shili36.m

h0=figure('toolbar','none',... 'position',[200 150 450 250],... 'name','实例36'); x=0:0.5:2*pi; y=sin(x); h=plot(x,y); grid on hm=uicontrol(gcf,'style','popupmenu',... 'string',...
www.eeworm.com/read/314696/13561166

m pengtaiyu2.m

clear close all clc select=input('1.4阶段龙格库塔法 2.阿达姆斯法 3.不同步长四阶龙格库塔法 4.病态方程h=0.01 5.病态方程h=0.04:'); if select==1 a=[-0.23 -0.56;0.56 0]; b=[1;0]; c=[1.12 5.67]; d=[0];u=10; x=[1;0];y=c*x+d*u;t=
www.eeworm.com/read/314631/13562966

m exm050501.m

t=(0:pi/100:pi)'; y1=sin(t)*[1,-1]; y2=sin(t).*sin(9*t); t3=pi*(0:9)/9; y3=zeros(size(t3)); plot(t,y1,t,y2,t3,y3)
www.eeworm.com/read/314631/13562977

m exm050101.m

n=(-10:10)'; y=abs(n); plot(n,y,'r.','MarkerSize',20) axis equal grid on xlabel('n')
www.eeworm.com/read/314631/13563025

m exm020602.m

syms t A=sym([sqrt(3)/2,1/2;1/2,sqrt(3)/2]) G=[cos(t),-sin(t);sin(t),cos(t)]; GA=G*A An=subs(GA,t,110/180*pi); Op=[0;0]; Ad=double(A); v1=[Op,Ad(:,1)]';v2=[O
www.eeworm.com/read/314631/13563037

m exm050203.m

t=0:2*pi/99:2*pi; x=1.15*cos(t);y=3.25*sin(t); subplot(2,3,1),plot(x,y),axis normal,grid on, title('Normal and Grid on') subplot(2,3,2),plot(x,y),axis equal,grid on,title('Equal') subplot(2,3,3)