- #1
astromanish
- 2
- 0
Hi,
Can somebody guide me in getting solution for the following
non-linear differential equation?
u''=K/((a-u)^2) ...K is a constant
Where u is a function of x and the boundary conditions are
u(0)=0
u(L)=0
I need solution in form of 'u' as a function of 'x' with two constants, which are to be determined from the boundary conditions.
Thanks
Can somebody guide me in getting solution for the following
non-linear differential equation?
u''=K/((a-u)^2) ...K is a constant
Where u is a function of x and the boundary conditions are
u(0)=0
u(L)=0
I need solution in form of 'u' as a function of 'x' with two constants, which are to be determined from the boundary conditions.
Thanks