ghasem
Posts:
72
Registered:
4/13/13


Re: complicated equation including bessel functions
Posted:
May 8, 2013 10:39 AM


> I give you a simple example > > instead of solving z complex for > z^2 = 5 + 12i, > > Try to solve (x,y) in R^2 so that > real((x+1i*y)^2) = 5 > imag((x+1i*y)^2) = 12; > using FSOLVE(). > > Then your complex solution is z = x + 1i*y. > > Bruno ========================== I know Bruno,But where of this example,is related to my question? I tell again,when you use from real and imag commands for y=bessel(x) functions with complex argument,only matlab return: real(y) = y+conj(y) imag(y) = yconj(y) But,the problem is same,and you can not separate complex argument in bessel function. for other example: syms a b c = a+1j*b; d = besseli(1,c) d = besseli(1, a + b*i) % now: real(d) ans= conj(besseli(1, a + b*i))/2 + besseli(1, a + b*i)/2 imag(d) ans = (conj(besseli(1, a + b*i))*i)/2  (besseli(1, a + b*i)*i)/2
you can see the problem is same,and only become longer. ghasem

