In 1851, George Stokes (of Navier-Stokes fame) solved the problem of steady incompressible low-Reynoldsnumber flow past a sphere, using spherical polar coordinates (r, θ)[ Ref. 5, page 168] . In these coordinates, the equation of continuity is (∂)/(∂ r)(r^2 vrsinθ) (∂)/(∂θ)(r vθsinθ)=0 (a) Does a stream function exist for these coordinates? (b) If so, find its form. | Numerade
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