correct the following code for unsteady maxwell nanofluids

%f"'+ff"-f'^2+lamda(g+Nh)-Mf'-delta(f'+(eta/2)*f")=0
%g"-Prfg'+PrNb(g'h'+Nt/Nb*g^2)-delta((eta/2)f')Pr+PrEc*f"=0
%h'+Scfh'+Nt/Nbg"-gamma*h+(f-(epsilon*eta/2)h')=0
%f(0)=s,f'(0)=1, g'(0)=-gamma(1-g(0)), h(0)=1; f'(infinity)=0,
%g(infinity)=0, h(infinity)=0
function sol= sample2
global B;
B=4;
global s;
s=0;
solinit1=bvpinit(linspace(0,B,100),@sample1init);
sol=bvp5c(@sample1ode,@sample1bc,solinit1);
figure(1);
plot(sol.x,sol.y(1,:),'g.-');
hold on;
plot(sol.x,sol.y(3,:),'b.-');
hold on;
plot(sol.x,-sol.y(5,:)),'r.-';
xlabel('\eta');
ylabel('F(\eta),G(\eta),-H(\eta)');
legend('F(\eta)','G(\eta)','-H(\eta)')
hold off;
end
function dydx=sample1ode(x,y)
dydx=[ % f=y(1);f'=y(2), f"=y(3), f"'=y(4)
y(4)+y(1)y(3)-y(2)*y(2)-delta(y(2)+1/2(eta*y(3))-epsion(y(1)*y(1)*y(4)-2*y(1)*y(2)*y(3))-beta*y(2)+lamda(y(5)+N*y(8))-M*y(2)=0)
% g=y(5) g'=y(6), g"=y(7)
y(7)-Pr*(y(1)*y(2))-delta*Pr*((eta/2)*y(2)+Pr*Nb*(y(6)*y(9)+(Nt/Nb)*y(5)*y(5))+Pr*Ec*y(3)=0
% h=y(8)
y(9)+Sc*y(1)*y(9)+(Nt/Nb)*y(7)+(y(1)-epsilon*(eta/2)*y(9)
];
end
function res=sample1bc(ya,yb)
res=[ya(1)-s %f(0)=s
ya(2)-1 %f'(0)=1
yb(2)-1 %f'(inf)=1
yb(5) % g(inf)=0
ya(6)+gamma(1-y(5)) % g'(0)=-gamma(1-y(5))
ya(8)+1 % h(0)=-1
yb(8) %h(inf)=0
];
end
function v=sample1init(x)
global s;
g=s;
v=[ 0 % f(0)
g % f'(0)
1 % g(0)
g % g'(0)
0 % h(0)
];
end
I am getting the following error, Can anyone help
sample3
File: sample3.mlx Line: 27 Column: 11
Invalid expression. Check for missing multiplication operator, missing or unbalanced delimiters, or other syntax error. To construct matrices, use brackets instead of parentheses.

 Akzeptierte Antwort

Torsten
Torsten am 14 Okt. 2023
Verschoben: Torsten am 14 Okt. 2023
dydx has to consist of 6 equations:
dydx(1) = y(2), dydx(2) = y(3), dydx(3) = f'''
dydx(4) = y(5), dydx(5) = g''
dydx(6) = h'
Thus you also need 6 boundary conditions and 6 initial conditions.
And don't forget multiplication signs in your expressions, e.g.
y(4)+y(1)<here>y(3)-y(2)*y(2)-delta<here>(y(2)+1/2(eta*y(3))-epsion<here>(y(1)*y(1)*y(4)-2*y(1)*y(2)*y(3))-beta*y(2)+lamda<here>(y(5)+N*y(8))-M*y(2)

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am 14 Okt. 2023

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am 14 Okt. 2023

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