\def\ptl{\partial}
\def\uv{{\bf u}}
\def\vv{{\bf v}}
\def\wv{{\bf w}}
\def\nv{{\bf n}}
\def\del{\nabla}
\nopagenumbers
Fluid Dynamics I \hfil PROBLEM SET 6 \hfil Due October 27, 2003
\vskip .5in
1. This problem will study flow past a slender axisymmetric body whose surface is given
(in cylindrical polar coordinates), by $r=R(z), 0 \leq z\leq L$. Here $R(z)$ is continuous, and positive except
at $0,L$ where it vanishes.
By ``slender'' we mean
that $\max_{0 \leq x\leq L}R<