IGEM:Stanford/2009/Project Homeostasis/Modeling/trp

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %  This file is part of Stanford iGEM team product, 2009               % %                                                                      % %   Copyright (C) YANG He     yanghemary@gmail.com                      % %  All rights reserved. % %                                                                      % %   $File: SiGEM_enzyme.ido.m$     $Revision:  1$                       % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

%Editted by Chris VanLang 7/13/09

clear all;

% Constants Definition km1=0.009; km2=0.1; e0=0.01; i0=1; s0=1; k2=0.01; k4=0.001;

% declare initial conditions y0=[i0 s0 0 0];

% Timing length=60; timespan=0.01; n=length/timespan;

tspan=[0,200000];

%Solving the ODE [t,y]=ode45(@IDO,tspan,y0,[]);

% Calculation %s(1)=s0; %i(1)=i0; %t=timespan:timespan:length;

%for k=2:n %   es(k)=e0*s(k-1)/(s(k-1)+km1/km2*i(k-1)+km1); %   ds=-(es(k)-es(k-1))-k2*es(k); %   s(k)=s(k-1)+ds*timespan; %   ei(k)=es(k)*km1/km2*s(k-1)/i(k-1); %   di=-(ei(k)-ei(k-1))-k4*ei(k); %   i(k)=i(k-1)+ds*timespan; %end;

% Graph %plot(t,es,'r',t,ei,'b',t,s,'k',t,i,'y'); %plot(t,y(1),'r',t,y(2),'b',t,y(3),'k',t,y(4),'y'); plot(t,y)