How to plot using the mod function?

8 visualizaciones (últimos 30 días)
Akhil Vasvani
Akhil Vasvani el 26 de Abr. de 2017
Comentada: Akhil Vasvani el 27 de Abr. de 2017
I'm trying to plot an energy graph, and I'm having trouble plotting both the mod function. I don't understand why I cannot plot each point when mod(t,etime) == 0 and mod(t,ptime) == 0. The mod(t,etime) == 0 function only plots at the end, and I would like it to plot continuously. Could someone please help me figure this out?
function MDSim(T,sigma,m,dt,rc,L,k,ptime,etime)
tempcontrol=input('Would you like Temperature Control? [Y/N] \n','s');
while (tempcontrol ~= 'n' && tempcontrol ~= 'y')
tempcontrol=input('Would you like Temperature Control? [Y/N] \n', 's');
end
[xpos,ypos,vx,vy]=Initialize(sigma,L,k);
h=cell(8);
for i=1:64
h{i}=rectangle('Position',[xpos(i)-0.5*sigma ypos(i)-0.5*sigma sigma sigma],'Curvature',[1 1], 'FaceColor','b');
axis equal
end
t=0;
while T > t
t=t+1;
[xpos,ypos,vx,vy,U_tot,K_avg_tot,E_tot]=Step(xpos,ypos,vx,vy,dt,m,L,sigma,rc,k,tempcontrol);
if mod(t,ptime) == 0
for j=1:64
figure(1);
set(h{j},'Position',[xpos(j)-0.5*sigma ypos(j)-0.5*sigma sigma sigma])
axis equal
end
hold on
drawnow
hold off
end
if mod(t,etime) == 0
%disp(['Total Energy is: ', num2str(E_tot)])
figure(2);
plot(t,(U_tot),'rd', t,(K_avg_tot),'b+',t,(E_tot),'m*')
title('Total Energy (E), Potential Energy (U),Kinetic Energy (K) vs. Time (s)');
xlabel('Time (ds)');
ylabel('Energy (J)');
legend('E','U', 'K', 'Location', 'EastOutside');
hold on
drawnow()
hold off
end
end
end
%

Respuesta aceptada

Walter Roberson
Walter Roberson el 26 de Abr. de 2017
You appear to be successfully plotting at the times you would like to. You just are not asking for the plot that you think you are.
if mod(t,etime) == 0
disp(['Total Energy is: ', num2str(E_tot)])
disp(count);
plot(t, (U_tot), '*') %notice change
axis equal
%scatter(t,E_tot);
%set(ph, 'XData', t);
%set(ph,'YData', U_tot);
%,t,K_avg_tot,'-',t,E_tot,'-')
hold on %notice change
drawnow() %notice change
end
  3 comentarios
Walter Roberson
Walter Roberson el 27 de Abr. de 2017
After
h{i}=rectangle('Position',[xpos(i)-0.5*sigma ypos(i)-0.5*sigma sigma sigma],'Curvature',[1 1], 'FaceColor','b');
and
hold on
Akhil Vasvani
Akhil Vasvani el 27 de Abr. de 2017
Thank you

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