标题MATLAB绘图—如何局部放大图
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直接上代码,先
仅局部放大绘图
N=20000;
i=1:1:N;
a=sqrt(100)*randn(1,N/4);
b=randn(1,N);
c=[a,b];
h1=plot(i,c(i),':.m','LineWidth',0.7);
legend(h1,'signal')
xlabel('t/s');ylabel('signal');
xlim([0,20000]); % 设置坐标轴范围
ylim([-40,80]);
title('signal')
%生成局部放大图
axes('Position',[0.45,0.55,0.38,0.28]); % 生成子图 左右 上下 宽窄
plot(i,c(i),':.m','LineWidth',0.7);
xlim([14000,15000]); % 设置坐标轴范围
% ylim([140,200]);
信号a为高斯白噪声(方差为100),信号b也为高斯白噪声(方差为1)
axes(‘Position’,[0.45,0.55,0.38,0.28]); % 分别表示放大图的 [ 水平位置,垂直位置,水平大小(长), 竖直大小(宽)]
axes函数后的具体参数说明,以横纵坐标量程为基准:
例中0.18为子图左下角的归一化横坐标位置:
(该位置的横坐标-横坐标起始值)/横坐标量程=0.45,
同理,0.62为子图左下角的归一化纵坐标位置:
(该位置的纵坐标-纵坐标起始值)/纵坐标量程=0.55,
0.38为子图的归一化宽度,0.28为子图的归一化高度,具体计算过程同上
效果如下
注释局部放大图
N=20000;
i=1:1:N;
a=sqrt(100)*randn(1,N/4);
b=randn(1,N);
c=[a,b];
h1=plot(i,c(i),':.m','LineWidth',0.7);
xlabel('t/s');ylabel('signal');
xlim([0,20000]); % 设置坐标轴范围
ylim([-40,80]);
title('signal')
%%%%%%%%%%%%%%%%%%%%画途中的两条绿线%%%%%%%
X1=8200; Y1=25;
X2=14000;Y2=5.5;
A=[X1,X2];B=[Y1,Y2];hold on;
h2=plot(A,B,'-g','LineWidth',1);
X1=18100; Y1=25;
X2=15000;Y2=5.5;
A=[X1,X2];B=[Y1,Y2];hold on;
h3=plot(A,B,'-g','LineWidth',1);
legend(h1,'signal')%仅标注信号图
%%%%%%%%%%%绿线会直接结束%%%%%%%%%%%%%%
%%%%%%%%绘制放大图%%%%%%%%%
hold on;
axes('Position',[0.45,0.55,0.38,0.28]); % 生成子图 左右 上下 宽窄
plot(i,c(i),':.m','LineWidth',0.7);
xlim([14000,15000]); % 设置坐标轴范围
% ylim([140,200]);
%%%%%%%%绘制放大图%%%%%%%%%
%%%%%%%%%%%%%%%%生成蓝色框%%%%%%%
annotation('rectangle',[0.67,0.34,0.04,0.08],'LineStyle','-','Color','b','LineWidth',0.7)
局部放大代码和上面一样;
直线画法也不做解释,默认会;
解释下
annotation(‘rectangle’,[0.67,0.34,0.04,0.08],‘LineStyle’,’-’,‘Color’,‘b’,‘LineWidth’,0.7)
ANNOTATIONTYPE可能是以下一种:即shapeType
‘rectangle’:长方形
'ellipse’椭圆
'textbox’文本框
'line’线
'arrow’箭头
‘doublearrow’ = two headed arrow双箭头
‘textarrow’ = arrow with text at tail end
LineStyle 为线性
Color为颜色
LineWidth为线粗细
效果图如下
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转载:https://blog.csdn.net/weixin_44044161/article/details/115759328
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