memli

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code for this with finite difference?

F''+f*F'-F^2-F=0

F=f'

F'(0)=0 , F(1)=1 , f(0)=0 , f(1)=0

 

tanx

given differntial equation with boundary conditions.

{f'(x)}^2 - f(x)f''(x) = f'''(x) - 100 * f'(x) - 0.001 * [2 * f'(x) * f'''(x) - f(x) * f''''(x) - {f''(x)}^2] = 0

boundary conditions:

f(0)=0,  f''(0)=0,  f'(1)=1,  f(1)=0

how i will calculate this?

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