MATLAB App Designer: How to display a scatter plot on the UIaxes with linear fit and equation of line ?
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I am migrating my script to App Designer.
Below script (normal script) is ploting a scatter plot with displayed linear fit and equation of line (figure 1).
Normal script:
str = [107.0176, 256.7374, 257.2012, 441.7806, 420.5170, 602.7027, 591.8610, 756.6289, 896.9324];
Ec1 = [23.8829, 19.0262, 28.8904, 22.3871, 29.4871, 24.5282, 29.3028, 26.3303, 24.5477];
createfigure(str,Ec1)
Figure 1:

Above script cannot be written as such when I am migrating to App Designer. Thus I did rewrite the script (App designer script) to get the best possible same outcome but only able to generate as in figure 2. The generated figure has no equation of line displayed and the linear fit need long script for it to be plotted.
App designer script:
str = [107.0176, 256.7374, 257.2012, 441.7806, 420.5170, 602.7027, 591.8610, 756.6289, 896.9324];
Ec1 = [23.8829, 19.0262, 28.8904, 22.3871, 29.4871, 24.5282, 29.3028, 26.3303, 24.5477];
p = polyfit(str,Ec1,1);
f = polyval(p,str);
plot(app.UIAxes3,str,Ec1,'o',str,f,'-')
hold (app.UIAxes3,'on')
legend(app.UIAxes3,'show')
hold (app.UIAxes3,'off')
Figure 2:

Seek your kind help on this very issue.
disclaimer: this script is the simplified version of full script.
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Respuestas (1)
VBBV
el 3 de Nov. de 2022
str = [107.0176, 256.7374, 257.2012, 441.7806, 420.5170, 602.7027, 591.8610, 756.6289, 896.9324];
Ec1 = [23.8829, 19.0262, 28.8904, 22.3871, 29.4871, 24.5282, 29.3028, 26.3303, 24.5477];
p = polyfit(str,Ec1,1);
f = polyval(p,str)
str1 = linspace(min(str),max(str),9)
plot(str,Ec1,'o',str1,f,'-')
5 comentarios
VBBV
el 3 de Nov. de 2022
str = [107.0176, 256.7374, 257.2012, 441.7806, 420.5170, 602.7027, 591.8610, 756.6289, 896.9324];
Ec1 = [23.8829, 19.0262, 28.8904, 22.3871, 29.4871, 24.5282, 29.3028, 26.3303, 24.5477];
p = polyfit(str,Ec1,1);
f = polyval(p,str);
str1 = linspace(min(str),max(str),9);
y = (vpa(poly2sym([p]),3))
plot(str,Ec1,'o',str1,f,'-')
ax = gca
text(ax,300,26,sprintf('y = %.5fx + %.2f',p(1),p(2)))
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