Matlab coding ordinary differential equation initial condition graph not running in the initial condition

4 vues (au cours des 30 derniers jours)
Matlab coding ordinary differential equation initial condition graph not running in the initial condition. For x(2), x(6) and x(7) only getting properly graph is coming with the initial condition starting but for x(1), x(3), x(4), x(5) graph is not coming as the initial condition starting
Tr()
30 successful steps 2 failed attempts 193 function evaluations Elapsed time is 0.072265 seconds.
function Tr
options = odeset('RelTol',1e-6,'Stats','on');
%initial conditions
Xo = [0.005; 0.0007; 0.001; 0.0001; 0.0001; 0; 0];
tspan = [0,120];
tic
[t,X] = ode45(@TestFunction,tspan,Xo,options);
toc
%figure
hold on
plot(t, X(:,1), 'green')
plot(t, X(:,2), 'blue')
plot(t, X(:,3), 'red')
plot(t, X(:,4), 'yellow')
plot(t, X(:,5), 'green')
plot(t, X(:,6), 'cyan')
plot(t, X(:,7), 'y')
%hold on
% legend('x1','x2')
% ylabel('x - Population')
% xlabel('t - Time')
%hold on
end
function [dx_dt]= TestFunction(~,x)
% Parameters
s = 0.038;
alpha = 0.02;
gamma = 0.10;
r = 0.03;
dH = 0.0083;
dX = 0.0125;
rho = 0.07;
K = 500;
beta = 0.0005;
theta = 0.03;
eta = 0.015;
muH = 0.015;
muI = 0.08;
lambdaP = 0.05;
lambdaL = 0.043;
UP = 0.20;
deltaP = 0.033;
UL = 0.50;
deltaL = 0.05;
kappa = 0.005;
dx_dt(1) = (s) - ((alpha * x(3) * x(1)) / (1 + gamma * x(1))) - (dH * x(1)) + (r * x(2));
dx_dt(2) = ((alpha * x(3) * x(1)) / (1 + gamma * x(1))) - ((r+dX) * x(2));
dx_dt(3) = ((rho * x(3)) * (1 - (x(3) + x(4)) / K)) - (beta * x(3) * x(5)) - (lambdaP * x(6) * x(3)) - (lambdaL * x(7) * x(3)) - (muH * x(3));
dx_dt(4) = (beta * x(3) * x(5)) - (lambdaP * x(6) * x(4)) - (lambdaL * x(7) * x(4)) - (muI * x(4)) - (kappa * x(5) * x(4));
dx_dt(5) = (theta * x(4)) - (eta * x(5));
dx_dt(6) = (UP) - (deltaP * x(6));
dx_dt(7) = (UL) - (deltaL * x(7));
dx_dt = dx_dt';
end
%hold on
  4 commentaires
Torsten
Torsten le 29 Sep 2025
Modifié(e) : Torsten le 29 Sep 2025
Then adapt the "xlim" commands in the code (see above).

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