trouble in integral solving [SOLVED]

Hi dear friends.

I am to compute biot-savart law integration form to find magnetic field. I am stucked in integrating. I get some hypergeom and limit functions etc. this my code:

clear all
I = 8e-3; % A in z direction
syms z
P = [2 3 4]; % measure point
dl = [0 0 1]; % distance diferential segment
ar = [2 3 (4-z)]; % unit vector through line segment to point
R = sqrt(ar(1)^2 + ar(2)^2 + ar(3)^2); % radial distance from the line
intIcerik = ((cross(dl,ar)) ./ (R^(3/2)));
fun = intIcerik(1); % fun = intIcerik(2) and fun = intIcerik(3); also needed x,y,z components
q = int(fun,[-Inf Inf])
% H =  -294ax + 196ay mA/m   is the answer

so how can I fix it. thanks in advance.

Answer 1

[Torsten]

q = vpa ( int(fun,[-Inf Inf]) )

[akle]

thanks for reply. but by that way I get this:

0.43819128971906348762190740493226*limit((z - 4)*hypergeom([1/2, 3/4], 3/2, -(z - 4)^2/13), z, -Inf) - 0.43819128971906348762190740493226*limit((z - 4)*hypergeom([1/2, 3/4], 3/2, -(z - 4)^2/13), z, Inf)

EDIT: SOLVED.

fun = matlabFunction( intIcerik(1)) % fun = intIcerik(2) and fun = intIcerik(3); also needed
q = integral(fun, -Inf, Inf)

Thanks again

[Torsten]

From Octave I get

q = int(fun,[-Inf Inf]);
q = (sym)
                                                                                                           
       3/4      ____
  -3*13     * \/ pi   * Gamma(1/4)
  ----------------------------------------
         13*Gamma(3/4)

qq = vpa(q)
qq = (sym) -8.2852884441119270961330163677715