1. The problem statement, all variables and given/known data Assume a shear flow against a wall, given by U= Uo (2y/ax - y^2/((ax)^2) where a is a constant. Derive the velocity component V (x; y) assuming incompressibility. 2. Relevant equations Haven't been able to find any in my course notes. 3. The attempt at a solution Some googling has taught me that shear flow is the flow induced by a shear stress force gradient. But I really need some sort of equation to solve this I think.