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I'm using the online program version, I fixed what you said but got another error. "Unexpected MATLAB ERROR" "MATLAB has encountered an internal problem and needs to be closed" Also my values for k arent printing out and how can I fix the figures 1

1 Ansicht (letzte 30 Tage)
Error
I'm using the online program version, I tried fixing my erros from my previous question but got another error.
"Unexpected MATLAB ERROR"
"MATLAB has encountered an internal problem and needs to be closed"
Also my values for k arent printing out and how can I fix the figures 1 and 2 from having all the points looking jumbled together like that?
Code
%These commands clear the workspace and command window, in that order.
clear
clc
% Measured masses of spring 1, 2 and 3 measured in meters(m).
M1=[1e-6 .1 .2 .3 .4 .5 .6 .7 .8 .9]';
M2=[1e-6 .05 .1 .15 .2 .25 .3 .35 .4 .45]';
M3=[.05 .07 .09 .11 .13 .15 .17 .19 .21 .23]';
% Measured distances of spring 1, 2, and 3 measured in kilograms(kg).
L1=[.075 .085 .095 .105 .115 .125 .135 .145 .155 .165]';
L2=[.11 .145 .185 .225 .265 .305 .345 .375 .415 .455]';
L3=[.365 .455 .515 .585 .655 .735 .785 .885 .945 .995]';
g=(9.81);
L01=.19
L02=.08
L03=.1
x1 = ((1) ./ (M1 .* g));
y1 =((1) ./ (L1-L01));
x2 = ((1) ./ (M2 .*g));
y2 =((1) ./ (L2-L02));
x3 = ((1) ./ (M3 .* g));
y3 =((1) ./ (L3-L03));
G1= ones(length(x1), 1);
% G(:, 1) = b;
G1(:, 2) = x1;
k1 = G1 \ y1
G2 = ones(length(x2), 1);
G2(:, 2) = x2;
k2 = G2 \ y2
G3= ones(length(x3), 1);
% G(:, 1) = b;
G3(:, 2) = x3;
k3 = G3 \ y3
% uncertainties
sigma1 = sqrt(sum((y1-G1*k1).^2)./(length(x1)-2));
sigma2 = sqrt(sum((y2-G2*k2).^2)./(length(x2)-2));
sigma3 = sqrt(sum((y3-G3*k3).^2)./(length(x3)-2));
se11 = sigma1.*sqrt(1./((length(x1)+mean(x1)^2/((length(x1)-1)*std(x1)^2))));
se12 = sigma2.*sqrt(1./((length(x2)+mean(x2)^2/((length(x2)-1)*std(x2)^2))));
se13 = sigma3.*sqrt(1./((length(x3)+mean(x3)^2/((length(x3)-1)*std(x3)^2))));
se21 = sigma1.*sqrt(1./((length (x1)-1)*std(x1)^2));
se22 = sigma2.*sqrt(1./((length (x2)-1)*std(x2)^2));
se23 = sigma3.*sqrt(1./((length (x3)-1)*std(x3)^2));
% creating a line of best fit
X1 = [min(x1):1e-3:max(x1)]';
Y1 = k1(1,1) + k1(2,1).*X1;
X2 = [min(x2):1e-3:max(x2)]';
Y2 = k2(1,1) + k2(2,1).*X2;
X3 = [min(x3):1e-3:max(x3)]';
Y3 = k3(1,1) + k3(2,1).*X3;
SE1=sigma1.*sqrt(1/length(x1)+(X1-mean(x1)).^2./((length(x1)-1)*std(x1).^2));
Ci1=tinv(.975,length(x1)-2).*SE1;
SE2=sigma2.*sqrt(1/length(x2)+(X2-mean(x2)).^2./((length(x2)-1)*std(x2).^2));
Ci2=tinv(.975,length(x2)-2).*SE2;
SE3=sigma3.*sqrt(1/length(x3)+(X3-mean(x3)).^2./((length(x3)-1)*std(x3).^2));
Ci3=tinv(.975,length(x3)-2).*SE3;
figure(1)
clf
plot(x1, y1, 'ob')
hold on
% plotting the conidence intervals
plot (X1, Y1, 'g')
plot(X1,Y1+Ci1,'g--')
plot(X1,Y1-Ci1,'g--')
hold off
xlabel('$$\frac{1}{mg}$$','interpreter','latex')
ylabel('$$\frac{1}{l_1-l_0}$$', 'interpreter','latex')
title('Spring Constant')
print(figure(1), '-dpng', 'figure1')
figure(2)
clf
plot(x2, y2, 'ob')
hold on
% plotting the conidence intervals
plot (X2, Y2, 'R')
plot(X2,Y2+Ci2,'g--')
plot(X2,Y2-Ci2,'g--')
hold off
xlabel('$$\frac{1}{mg}$$','interpreter','latex')
ylabel('$$\frac{1}{l_1-l_0}$$','interpreter','latex')
title('Spring Constant')
print(figure(2), '-dpng', 'figure2')
figure(3)
clf
plot(x3, y3, 'ob')
hold on
% plotting the conidence intervals
plot (X3, Y3, 'y')
plot(X3,Y3+Ci3,'g--')
plot(X3,Y3-Ci3,'g--')
hold off
xlabel('$$\frac{1}{mg}$$','interpreter','latex')
ylabel('$$\frac{1}{l_1-l_0}$$','interpreter','latex')
title('Spring Constant')
print(figure(3), '-dpng', 'figure3')

Antworten (1)

Image Analyst
Image Analyst am 27 Nov. 2018
Bearbeitet: Image Analyst am 27 Nov. 2018
It's a FAQ, so see The FAQ
It will tell you how to solve it. Guaranteed.
bugs.gif
  4 Kommentare
ktar
ktar am 27 Nov. 2018
Oh okay, so if I run this code on a regular downloaded program at my school it should work basically? It just an issue with there online version?
Image Analyst
Image Analyst am 27 Nov. 2018
Perhaps. Try it and see. Often hard crashes like that are very hardware dependent. Try the same program on different computers.

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