如何在线性图形循环中获得动态图例? [英] How to Get Dynamic Legend on Linear Graph in Loop?
问题描述
我正在尝试扩展此线程的答案
Matlab:2016a
操作系统:Debian 8.5 6位
Linux内核:4.6的backports
硬件:华硕Zenbook UX303UA
删除此行 legend(' - DynamicLegend');
并将它写在 drawow
行之前,并写入 / code>之后。所以以下将是你循环结束的行。
legend(' - DynamicLegend');
drawnow;
暂停
index = index + 1;
Diff conditions: how to clear dynamic legends at the end of each iteration; how to remove fitted linear lines at the end of each iteration.
I am trying to extend this answer of the thread Dynamic Legend (Updates in every recursion) to iterate legend on one graph. Proposal to cover dynamic legend on one linear graph
close all; clear all;
% Test data
aSize=zeros(2,777);
aSize=[[0, 0]' randi(3,2,777)]; % STDEV about 3
x=0:1:180;
hFig=figure;
index=1;
while (index<=7);
% origo left alone
aSize(:, index+1) = aSize(:, index+1) + index; % to have linearly increasing trend
sz=40;
legend('-DynamicLegend');
h = scatter(aSize(1,1:index+1)', aSize(2,1:index+1)', sz, ...
'MarkerEdgeColor',[0 .5 .5],...
'MarkerFaceColor',[0 .7 .7],...
'LineWidth',1.5, ...
'DisplayName', sprintf('Data'));
xlabel('width'); ylabel('height');
hold on;
% Optimum
x=0:1:max( aSize(1, 1:index+1) );
y = x; % assume uniform
grid on;
h1=plot(x,y, 'black', ...
'DisplayName', sprintf('Optimum'));
% Fit with R2 linear
x=aSize(1,1:index+1);
b1 = aSize(1,1:index+1)' \ aSize(2,1:index+1)';
yCalc1 = b1 * aSize(1,1:index+1);
Rsq1 = 1 - sum((y(1:index+1) - yCalc1).^2)/sum((y(1:index+1) - mean(y(1:index+1))).^2)
% origo needed
x = [0 x];
yCalc1 = [0 yCalc1];
h2=plot(x(1:index+2)', yCalc1(1:index+2)', '--p', ...
'DisplayName', sprintf('Fit R2 = %d', Rsq1));
drawnow;
index=index+1;
end;
Output unsuccessful where legends are just appended
Matlab: 2016a
OS: Debian 8.5 6 bit
Linux kernel: 4.6 of backports
Hardware: Asus Zenbook UX303UA
Remove this line legend('-DynamicLegend');
and write it just before the drawnow
line and write hold off
after that line. So the following will be the lines at the end of your loop.
legend('-DynamicLegend');
drawnow;
hold off
index=index+1;
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