我写了一个解决颂歌的代码(细胞随着时间的推移而增长,直到某个产品浓度为止)。因为我的模型在y(3)的值大于常数(Pmx)时发生变化,所以我实现了odeset事件函数。 如果事件发生,则取决于函数中给出的值。
FOR调试我想设置一个if语句来停止该函数,只使用第一个ode23函数结果来绘制(尚未实现)(见代码)
我认为这也是最终排名的问题不是吗? thx提前
function [T,Y,TE,YE,IE, Y1, T1] = SimplePerfusionMode(tf,F)
%% DESCRIPTION
% INPUT:
% tf: final time [h]
% F: Feed stream [Lh^-1]
% OUTPUT
% T: processing time [h]
% Y: states functions (X, S, P)
% TE: time at which event occurs [h]
% YE: Solution values corresponding to TE (g/l)
% IE: Indices into the vector returned by the events function. The values
% indicate which event the solver detected.
%
% SAMPLE CALL:
% [T,Y,TE,YE,IE, Y1, T1] = SimplePerfusionMode(30,15)
%
%
% Initial values
X0 = 0.06; %kgm-3
S0 = 110; %kgm-3
P0=0 ;
%%%%%%%%%%%%
%% Solve ODEs until the terminal event P=Pmx
%%%%%%%%%%%%
tspan = [0 tf]; y0 = [X0 S0 P0];
options = odeset('Events',@(t,y) MyEvent(t,y,F,V,Rp,Pmx));
[T,Y,TE,YE,IE] = ode23(@(t,y) process(t,y,mumax,Ksx,Kix,Pix,Pmx,Kis,Pis,Pms,qsmax,Kss,alp,qpmax,Ksp,Kip,Pip,Pmp,F,S,Rx,Rs,Rp,V),tspan,y0,options);
%%%%%%%%%%%%%
% Solving ODE for dx/dt=0
%%%%%%%%%%%%% IMportanT HERE
tspan1=[TE tf]
y01=[Y(end,1) Y(end,2) Y(end,3)]
if (TE==tf)
disp('use lower stream feed to guarantee massive growth');
return
else
[T1,Y1] = ode23(@(t,y) process2(t,y,mumax,Ksx,Kix,Pix,Pmx,Kis,Pis,Pms,qsmax,Kss,alp,qpmax,Ksp,Kip,Pip,Pmp,F,S,V,Rx,Rp,Rs),tspan1,y01);
end
% --------------------------------------------------------------
% Plotting AREA
not displayed
%% Process Model equations - see
% --------------------------------------------------------------
function dydt = process(t,y,mumax,Ksx,Kix,Pix,Pmx,Kis,Pis,Pms,qsmax,Kss,alp,qpmax,Ksp,Kip,Pip,Pmp,F,S,Rx,Rp,Rs,V)
mu = (mumax*y(2)) / (Ksx+y(2));
dydt = [-F/V*(1-Rx)*y(1)+y(1)*mu*(1-(y(3)-Pix)/(Pmx-Pix))*(Kix/(Kix+y(2))); %X
F/V*(S-(1-Rs)*y(2))-(qsmax*(y(2)/(Kss+y(2)))*(1-((y(3)-Pis)/(Pms-Pis)))*(Kis/(Kis+y(2))))*y(1);
-F/V*(1-Rp)*y(3)+F/V*(1-Rx)*y(1)+y(1)*mu*(1-(y(3)-Pix)/(Pmx-Pix))*(Kix/(Kix+y(2)))*alp+qpmax*(y(2)/(Ksp+y(2)))*(1-(y(3)-Pip)/(Pmp-Pip))*y(1)*(Kip/(Kip+y(2)));
];
end
% --------------------------------------------------------------
function [value,isterminal,direction] = MyEvent(t,y,F,V,Rp,Pmx)
value = y(3)-Pmx; % Detect height = 0 STOP the Product inhibitory effect
isterminal = 1; % Stop(!!!!) the integration
direction = 1; % Positive direction only
end
% --------------------------------------------------------------
function dydt = process2(t,y,mumax,Ksx,Kix,Pix,Pmx,Kis,Pis,Pms,qsmax,Kss,alp,qpmax,Ksp,Kip,Pip,Pmp,F,S,V,Rx,Rp,Rs)
mu = (mumax*y(2)) / (Ksx+y(2));
dydt = [ 0; %X
F/V*(S-(1-Rs)*y(2))-(qsmax*(y(2)/(Kss+y(2)))*(1-((y(3)-Pis)/(Pms-Pis)))*(Kis/(Kis+y(2))))*y(1);
-F/V*(1-Rp)*y(3)+qpmax*(y(2)/(Ksp+y(2)))*(1-(y(3)-Pip)/(Pmp-Pip))*y(1)*(Kip/(Kip+y(2)));
];
end
% --------------------------------------------------------------
end
答案 0 :(得分:0)
我不确定您对这些中的哪一个感兴趣,但这里有一些可能的解决方案:
如果你的目标是......
keyboard
命令isdeployed
命令nowDebugging
并使用依赖它的if语句。