(a) An incompressible frictionless flow field is specified by the velocity field V = (y2 - *(1 + x)]{+ ly(2x + 1). Show
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(a) An incompressible frictionless flow field is specified by the velocity field V = (y2 - *(1 + x)]{+ ly(2x + 1). Show
(a) An incompressible frictionless flow field is specified by the velocity field V = (y2 - *(1 + x)]{+ ly(2x + 1). Show that the flow is irrotational and satisfies conservation of mass. (6) Given the velocity field in part (a), determine the family of stream functions for such a velocity field (c) Given the velocity field in part (a), determine relationship between the volume flow rate, q (per unit width normal to plane of paper) passing between the walls and the coordinates xj. y) of any point on the curved wall? (x), y)) B -9
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