Fluid Mechanics seventh edition by Frank M. White · Problem P3.24

Integral Relations for a Control Volume — Frank M. White

Physics — Fluid Mechanics · unsteady-continuity-control-volume

Problem

Water enters the bottom of the cone in Fig. P3.24 at a uniformly increasing average velocity V=KtV = Kt. If dd is very small, derive an analytic formula for the water surface rise h(t)h(t) for the condition h=0h = 0 at t=0t = 0. Assume incompressible flow.

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