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index must be a positive integer or logical.

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sharif
sharif el 11 de Mzo. de 2014
Editada: Chris C el 12 de Mzo. de 2014
c1=3.29;
c2=9.90;
c3=0.77;
c4=0.20;
Ln=zeros(1,length(t));
for n=1:1:100;
for t=0:-0.1:-1;
Ln(t)=-(c1+c2*log(n)*log(-t))-(c3+c4*log(n));
semilogx(n,Ln(t));
end
end
I really want t to count negative, what am I supposed to do??
  3 comentarios
Marta Salas
Marta Salas el 11 de Mzo. de 2014
Editada: Marta Salas el 11 de Mzo. de 2014
You're going to define an index that it's not related with t but with the size of t. However I don't understand what you are trying to plot there. Which is the result you are expecting from that code? what do you want to plot on semilogx?
sharif
sharif el 11 de Mzo. de 2014
It is an approximate model of flat edge in communication systems where I must have 10 different lines running from n=1 to n=100

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Respuesta aceptada

Chris C
Chris C el 11 de Mzo. de 2014
I'm still not reall clear on what you're looking for, but try this version of Marta's code...
c1=3.29;
c2=9.90;
c3=0.77;
c4=0.20;
t = linspace(0,-1,10); %definition of t vector
n = linspace(1,100);
Ln=zeros(length(t),length(n));
for i=1:length(t)
for j = 1:length(n);
Ln(i,j)= -(c1+c2*log(n(j))*log(-t(i)))-(c3+c4*log(n(j)));
end
semilogx(n,Ln(i,:))
hold on
end
  2 comentarios
sharif
sharif el 11 de Mzo. de 2014
yes I think this method is correct, although the graph is wrong, I have to check why it's wrong, thanks
Chris C
Chris C el 12 de Mzo. de 2014
Editada: Chris C el 12 de Mzo. de 2014
What's wrong about the graph? If it's because the lines are all blue all you have to do is populate the data first within the for loops and then graph it all at once after the loops instead of plotting a line after each iteration around i.

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Más respuestas (2)

dpb
dpb el 11 de Mzo. de 2014
Keep the time as associated independent vector of same length as the solution vector but numbered from 1:N instead of trying to use it as an index.

Marta Salas
Marta Salas el 11 de Mzo. de 2014
A solution is this:
c1=3.29;
c2=9.90;
c3=0.77;
c4=0.20;
Ln=zeros(1,length(t));
t= 0:-0.1:-1; %definition of t vector
for n=1:1:100;
for i=1:length(t);
Ln(i)= -(c1+c2*log(n)*log(-t(i)))-(c3+c4*log(n));
semilogx(n,Ln(i));
end
end
Take into account semilogx(n,Ln(i)) is plotting a point. is this the right solution?
  7 comentarios
Marta Salas
Marta Salas el 11 de Mzo. de 2014
Sorry, I don't really understand what you mean about 10 lines.
dpb
dpb el 11 de Mzo. de 2014
Well, read and do a little thinking on your own...fix the upper limit on the for loop to be 1:length(n)

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