Abstract
The creeping flow of an incompressible viscous fluid in a planar contraction channel (Jeffery-Hamel flow) is investigated using slip boundary conditions. A high order asymptotic solution is presented to describe the velocity field accurately. Results indicate that the effect of slip is strong in the region close to the sink, while it is almost negligible in the far field, and in some cases, multi-extrema and reverse values appear in the velocity profile near the sink.
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