- #1
ra_forever8
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Consider the first order differential equation
dy/dy = f(t,y) = -16 t^3 y^2
with initial condition y(0)=1
Using second order Adams-Bashforth method, write a Fortran programming to generate an approximate solution to the problem.
please forgive me for not trying because I really don't how to do.
The only thing I know is exact solution :(4t^4 + 1)^-1 which I have done it by hand. Help me
dy/dy = f(t,y) = -16 t^3 y^2
with initial condition y(0)=1
Using second order Adams-Bashforth method, write a Fortran programming to generate an approximate solution to the problem.
please forgive me for not trying because I really don't how to do.
The only thing I know is exact solution :(4t^4 + 1)^-1 which I have done it by hand. Help me