Not enough Input arguments in integral function

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Alix DUMAS
Alix DUMAS el 15 de Oct. de 2021
Comentada: Alix DUMAS el 15 de Oct. de 2021
Good afternoon,
I am trying to compute the exact Wagner function on MATLAB with the following equation : , where c(k) is the Theodorsen function. I already created a function computing c(k), but I am having trouble computing the integral. I have defined k = 0.1 and s = linspace(0,100,100).
For now I have tried two options with the integral(fun, xmin, xmax) function of MATLAB :
1) Create a function in another matlab script and then write W = (2./pi).*integral(fun_W,0, Inf). The result was an error saying :
"Not enough input arguments.
Error in W_integrande (line 2)
f = F_k(k).*sin(k.*s)./k;
Error in HMWK3_DUMAS (line 14)
W = (2./pi).*integral(W_integrande,0, Inf)"
2) On another forum I saw people using
"fun_W = @(k,s) real(c_k(k)).*sin(k.*s)./k;
W = (2./pi).*integral(fun_W,0, Inf)"
So I tried it and this time the error is
"Not enough input arguments.
Error in HMWK3_DUMAS>@(k,s)real(c_k(k)).*sin(k.*s)./k (line 13)
fun_W = @(k,s) real(c_k(k)).*sin(k.*s)./k;
Error in integralCalc/iterateScalarValued (line 314)
fx = FUN(t);
Error in integralCalc/vadapt (line 132)
[q,errbnd] = iterateScalarValued(u,tinterval,pathlen);
Error in integralCalc (line 83)
[q,errbnd] = vadapt(@AToInfInvTransform,interval);
Error in integral (line 87)
Q = integralCalc(fun,a,b,opstruct);
Error in HMWK3_DUMAS (line 14)
W = (2./pi).*integral(fun_W,0, Inf);"
I don't understand why I am getting the error "not enough input arguments", could someone help me with this ?
Thank you in advance !
  2 comentarios
David Hill
David Hill el 15 de Oct. de 2021
It would be helpful if you provided your function for c(k).
Alix DUMAS
Alix DUMAS el 15 de Oct. de 2021
Sure ! My function for c(k) is :
function[c] = c_k(k)
c = besselh(1,2,k)./(besselh(1,2,k)+j.*besselh(0,2,k));
end

Iniciar sesión para comentar.

Respuesta aceptada

David Hill
David Hill el 15 de Oct. de 2021
s=0:100;
for t=1:numel(s)
fun_W=@(k)real(c_k(k))./k.*sin(k*s(t));
W(t)=2/pi*integral(fun_W,0,Inf);
end
function c= c_k(k)
c = besselh(1,2,k)./(besselh(1,2,k)+1j.*besselh(0,2,k));%need 1j
end

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