By the I got a solution like:
y=m*[C1*besselj(1,2*m*sqrt(-i)/a)+C2*bessely(1,2*m*sqrt(-i)/a)]
where m=sqrt(a*z+b)
is this another form of the same solution (Airy transform to bessel)?
if you could help with the 3rd degree polynomial, that would be great!
Thanks a lot!
sorry about that
it is:
d2y/dz2=i*y/(a*z+b)
i is complex i not a symbol
i am also looking for a solution for this wrt z:
d2y/dz2=i*y/(a*z^3+b*z^2+c*z+d)
thank you!
Hi friends,
I have been trying to solve the ode of second degree below with respect to z:
d2y/dz2=(i/a*z+b)*y
i is the complex i, a and b are constants
i ended up with the summation of bessel functions of first end second kind. Then I checked with MATLAB ode solver it gives no...
Hi friends,
I have been trying to solve the ode of second degree below:
d2y/dz2=(i/a*z+b)*y
i is the complex i, a and b are constants
i ended up with the summation of bessel functions of first end second kind. Then I checked with MATLAB ode solver it gives no explicit solution...