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this Polymath code into a Matlab code but I don't know how. Please I need to help. Please.......

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function A =function14(V,F)
A=zeros(6,1);
k1d = 0.25;
k2e = 0.10;
k3f = 5;
V=50;
v0=10;
tau= V/v0;
Ca0=1.5;
Cb0=2.0;
C_T0=3.5;
r1d = k1d*Ca*Cb^2;
r2e = k2e*Ca*Cd;
r3f = k3f*Cb*Cc^2;
ra = -r1d-3*r2e;
rb = -2*r1d-3*r3f;
rc = r1d+ r2e -2*r3f;
rd = r1d-2*r2e+r3f;
re = r2e;
rf = r3f;
F(1) = Ca-Ca0-ra*tau;
F(2) = Cb-Cb0-rb*tau;
F(3) = rc*tau-Cc;
F(4) = rd*tau-Cd;
F(5) = re*tau-Ce;
F(6) = rf*tau-Cf;
FT = F(1) + F(2) + F(3) + F(4) + F(5)+ F(6);
Ca = C_T0*(F(1)/ FT );
Cb = C_T0*(F(2)/ FT );
Cc = C_T0*(F(3)/ FT );
Cd = C_T0*(F(4)/ FT );
A(1)=1;
A(2)=1;
A(3)=1;
A(4)=1;
A(5)=1;
A(6)=1;
end
Later I did this but dont work.
[V,F] = ode15s('Function14',[0 50],[ 15 , 20 , 0 , 0 , 0 , 0 ]);
v0 =10;
Ca0= 1.5;
La0= 1.5/v0;
Lb0= 2.0/v0;
Xa = (15-F(:,1))/15;
figure
plot(V,F(:,1),V,F(:,2),V,F(:,3),V,F(:,4),V,F(:,5),V,F(:,6))
xlabel('Volumen (dm3)'),
ylabel('Flujo molar (mol/s)')
legend('Fa','Fb','Fc','Fd','Fe','Ff')

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Navya Singam
Navya Singam 2022-1-13

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Hi,
MATLAB Version of the Polymath code
%%Initial conditions
IC=[1,1,1,1,1,1];
Vspan=[0 50];
[V,CT]=ode15s(@fn,Vspan,IC);
%%Extracting the parameters
ca=CT(:,1);
cb=CT(:,2);
cc=CT(:,3);
cd=CT(:,4);
ce=CT(:,5);
cf=CT(:,6);
%Plot graph
figure
plot(V,ca,V,cb,V,cc,V,cd,V,ce,V,cf)
xlabel('Volume (dm3)')
ylabel('Flujo molar (mol/s)')
legend('Fa','Fb','Fc','Fd','Fe','Ff')
%ODE function
function dCTdV = fn(~,CT)
%data
V=50;
v0=10;
ca0=1.5;
cb0=2.0;
kd1=0.25;
ke2=0.1;
kf3=5;
tau=V/v0;
%extract parameters
ca=CT(1);
cb=CT(2);
cc=CT(3);
cd=CT(4);
ce=CT(5);
cf=CT(6);
%supporting functions
rd1=kd1*ca*cb^2;
re2=ke2*ca*cd;
rf3=kf3*cb*cc^2;
ra=-rd1-3*re2;
rb=-2*rd1-rf3;
rc=rd1+re2-2*rf3;
rd=rd1-2*re2+rf3;
re=re2;
rf=rf3;
%odes
dCTdV = [(ca-ca0-ra*tau);(cb-cb0-rb*tau);(rc*tau-cc);(rd*tau-cd);(tau*re-ce);(tau*rf-cf)];
end
Refer to this to know more about ode15s solver.

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Thanks very much. Navya Singam.....Thanks for helping me I try the code and it works I'm still learning about matLab. Greetings from Colombia.

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