I have a problem with this ode45

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fartash2020
fartash2020 2019년 1월 31일
댓글: Star Strider 2019년 1월 31일
Hi Matlab Users,
I cannot understand what is wrong with my code. I would appreciate if anyone could help me.
I got this error:
Index in position 1 is invalid. Array indices must be positive integers or logical values.
% Define model parameters: d, Lambda, DeltaE, V, Om, kappa
clear; clc;
DeltaE = 0;
Lambda = 1e-1;
d = 12;
kappa = 1;
Ksi = 5e-5; % damping parameter
Om = 1e-2; % driving frequency
%V = 9.2e-3; % driving amplitude
V = 9e-4;
tspan=[0:1e5];
% Define the function with integration variables
fun_ode = @(t, y) shapiro(t,y,d,DeltaE,Lambda,V,Om,kappa);
% fun_shapiro is a function which contains th coupled differential equations of the driven undamped soliton-surface plasmon Josephson junction with asymmetric coupling. You need to code this.
% Integrator options
options = odeset('RelTol',1e-7,'AbsTol',[1e-8 1e-8]);
%Define time array in integer multiples of 2*pi/Om
t = 2*pi/Om*(1:200);
%Define a set of initial points Phi0,Z0. A coarse example is the following:
[Phi0,Z0] = meshgrid(-1:0.4:1,-1:0.4:1);
% initialize the phase space figure
figure(1),clf;
axis([-1.5 1 -0.3 0.3]);
grid on;
hold on;
% Integrate the system from each initial point and plot the results
[T, Y]=ode45(fun_ode,tspan,[Phi0(i,j) Z0(i,j)],options);
% Collapse the Phi values into the [-1,1] range.
Y(:,1) = wrapToPi(Y(:,1)*pi)./pi;
plot(Y(:,1),Y(:,2),'.k','MarkerSize',3);
% plot the same values displaced by 2*pi. This is just for a better looking figure:
hold on;
plot(Y(:,1)-2,Y(:,2),'.k','MarkerSize',3);
and this is shapiro function
function dydt = shapiro(t,y,DeltaE,Lambda,d,kappa,Ksi,Om,V)
dydt = zeros(2,1);
qc = fun_q(Lambda,d,y(2));
a = sqrt((1-y(2))./(1+y(2)));
dydt(1) = (DeltaE + Lambda.*y(2) - 0.5*(a.*kappa - 1./a)...
*qc.*cos(pi*y(1)) + V*cos(t))/(Om*pi);
dydt(2) = -.5*sqrt((1-y(2))*(1+y(2)))*qc*(1+kappa)...
*sin(pi*y(1))/Om - Ksi*pi*dydt(1);
end
in addition to that
function q = fun_q(Lambda,d,Z)
q = sqrt(.5*(1+Z))*exp(-d*sqrt(2*Lambda*(1+Z)));
%q = 1.d-5; % Constant q for BEC-Josephson model
end
With my regards,
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fartash2020
fartash2020 2019년 1월 31일
I would highly appreciate if you could you give the link to that?
madhan ravi
madhan ravi 2019년 1월 31일
respond to James answer below

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채택된 답변

Star Strider
Star Strider 2019년 1월 31일
Could the problem be in or related to ‘fun_q’ that you have not posted?
It would likely help if you posted it.
  댓글 수: 6
fartash2020
fartash2020 2019년 1월 31일
I fixed the code and I got the plots, thank you all
Star Strider
Star Strider 2019년 1월 31일
As always, my pleasure.

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추가 답변 (1개)

James Tursa
James Tursa 2019년 1월 31일
I don't see anywhere in your code where you define i and j before using them as indexes into Phi0 and Z0, so they default to the imaginary numbers, hence the error. Perhaps you intended to wrap all of this in for loops?
  댓글 수: 2
fartash2020
fartash2020 2019년 1월 31일
yes your are right, but even if I choose any random i and j this does not work. lets set them 1 and 1 respectively. Maybe there is something wrong with the shapiro function that I have written,
James Tursa
James Tursa 2019년 1월 31일
Are you saying that if you set i=1 and j=1 just prior to the line in question, that you get the exact same error? Or do you get a different error?

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