Hello everyone
I would like to ask you for some help with a Fortran source code.
I have to make a program, which solves numerically an ordinary differential equation and after that an integral.
The equation, is going to be solved using the finite difference approximation.
This is equation "developed" in finite differences:
Ui+1 = 0.998*h - 0.7366*(Ui)^2*Cd*h + Ui
This is an equation, which describes the velocity of a moving spherical particle.
"Cd" is a drag coefficient and is function of U:
And this is the equation, which describes the drag coefficient:
Cd = (0.087108/U) + (0.622126/U^0.28)
I'm quite new in any use of an algorythmic "language", but I have to solve the equation and then an intergral in Fortran.
Could you help with some advice, how to do this?
Thank you!!!
I would like to ask you for some help with a Fortran source code.
I have to make a program, which solves numerically an ordinary differential equation and after that an integral.
The equation, is going to be solved using the finite difference approximation.
This is equation "developed" in finite differences:
Ui+1 = 0.998*h - 0.7366*(Ui)^2*Cd*h + Ui
This is an equation, which describes the velocity of a moving spherical particle.
"Cd" is a drag coefficient and is function of U:
And this is the equation, which describes the drag coefficient:
Cd = (0.087108/U) + (0.622126/U^0.28)
I'm quite new in any use of an algorythmic "language", but I have to solve the equation and then an intergral in Fortran.
Could you help with some advice, how to do this?
Thank you!!!