Solution for the Cone

Solution for the Cone

Now that we have some insight into how such a physical system might behave, let's tackle a more complicated problem...that of the truncated cone with the small end down. By careful application of physical laws, we were able to get a mathematical model of the drain rate, which is Equation (18). This is a ordinary differential equation. However, it is not obvious how we might solve it with pencil and paper, or even with MAPLE.


Boyd Gatlin
Associate Professor of Aerospace Engineering
Mississippi State University