fitting data form a matrix using loops
8 vues (au cours des 30 derniers jours)
Afficher commentaires plus anciens
federico drudi
le 19 Sep 2022
Commenté : federico drudi
le 20 Sep 2022
hello,
I made the following chart with averages, error bars and fittings starting from my data set. It took me some time as I am quite new to Matlab, but I know I did it wrong. I should be using loops but I have tried several times with no success.
Can someone please help me to understand it better?
Thank you very much!!!

d=readmatrix("shear_Stress_more.csv");
ctrl = mean(d(:,2:5),2);
pef = mean(d(:,6:9),2);
USa = mean(d(:,10:11),2);
USb = mean(d(:,12:13),2);
enz = mean(d(:,14:17),2);
medie=[ctrl pef USa USb enz];
st_ctrl = std(d(:,2:5),0,2);
st_pef = std(d(:,6:9),0,2);
st_USa = std(d(:,10:11),0,2);
st_USb = std(d(:,12:13),0,2);
st_enz = std(d(:,14:17),0,2);
stdev = [st_ctrl st_pef st_USa st_USb st_enz];
ft = fittype('a+(b-a)*exp(-c*x)', ...
'dependent',{'y'}, ...
'independent',{'x'}, ...
'coefficients',{'a','b','c',});
hold on
[f,gof] = fit(d(:,1),medie(:,1), ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),medie(:,1),stdev(:,1));
plot(f);
[f2,gof2] = fit(d(:,1),medie(:,2), ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),medie(:,2),stdev(:,2));
plot(f2);
[f3,gof3] = fit(d(:,1),medie(:,3), ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),medie(:,3),stdev(:,3));
plot(f3);
[f4,gof4] = fit(d(:,1),medie(:,4), ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),medie(:,4),stdev(:,4));
plot(f4);
[f5,gof5] = fit(d(:,1),medie(:,5), ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),medie(:,5),stdev(:,5));
plot(f5);
xlabel({'Time t [s]'});
ylabel({'Shear stress σ [Pa]'});
title({''});
legend('Control','PEF','USa','USb','Enzyme');
hold off
0 commentaires
Réponse acceptée
Walter Roberson
le 19 Sep 2022
You do not need all those variables at the same time, not for the purpose of the plot. You could look
for K = 1 : 5
start = (K-1)*4 + 2;
stop = start + 3;
thisdata = data(:,start:stop);
m = mean(thisdata,2);
s = std(thisdata);
[f, gof] = fit(d(:,1), m, ft, 'StartPoint', [3, 2, 0.01]);
errorbar(d(:,1), m, s);
h(K) = plot(f);
hold on
end
hold off
xlabel({'Time t [s]'});
ylabel({'Shear stress σ [Pa]'});
title({''});
legend(h, {'Control','PEF','USa','USb','Enzyme'});
Plus de réponses (1)
dpb
le 19 Sep 2022
No real deal...your first part is somewhat more of a pain since you're averaging over a variable number of columns -- if it's a one-time exercise, I'd probably basically leave it along and only deal with it further if have to change these column IDs manuall
d=readmatrix("shear_Stress_more.csv");
% build summary data arrays
davg=[mean(d(:,2:5),2) mean(d(:,6:9),2) mean(d(:,10:11),2) mean(d(:,12:13),2) mean(d(:,14:17),2)];
dstd=[std(d(:,2:5),2) std(d(:,6:9),2) std(d(:,10:11),2) std(d(:,12:13),2) std(d(:,14:17),2)];
ft = fittype('a+(b-a)*exp(-c*x)', ...
'dependent',{'y'}, ...
'independent',{'x'}, ...
'coefficients',{'a','b','c',});
hold on
% build fit across columns
for i=1:size(davg,2);
[f{i},gof{i}] = fit(d(:,1),davg(:,i),ft,'StartPoint',[3, 2, 0.01]);
errorbar(d(:,1),davg(:,i),dstd(:,i));
plot(f{i})
end
xlabel({'Time t [s]'});
ylabel({'Shear stress σ [Pa]'});
title({''});
legend('Control','PEF','USa','USb','Enzyme');
hold off
0 commentaires
Voir également
Catégories
En savoir plus sur Function Approximation and Clustering dans Help Center et File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!