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Velocity-head loss across the valve

The concept of a velocity head has its roots in the theory of incompressible flow travelling along a pipe of uniform cross-section, so that the velocity is constant. However, its use has been extended to the characterization of bends, fittings and valves, where the cross-section varies, and also to compressible, i.e. gas, flow, where there is an implicit assumption of an average specific volume. [Pg.65]

The expression relating pressure drop, Ap (Pa), to the dimensionless velocity-head loss across the valve, K, may be written (cf. equation (4.48)) as [Pg.65]

A rearrangement of equation (7.3) for valve pressure drop and flow gives  [Pg.65]

Hence by comparing (7.35) with (7.33), it is clear that the valve velocity-head drop, K,., is given by [Pg.66]

We may note that the pipe diameter and the valve diameter are by no means always the same indeed the requirement for good control often necessitates a valve size only 50% of the line diameter. Accordingly it is sensible to include a factor to make explicit allowance for this. At the same time, we may relate the velocity-head drop to the velocity-head drop at full-open by using equation (7.25), namely C = yCv Hence equation (7.36) may be rewritten  [Pg.66]


See other pages where Velocity-head loss across the valve is mentioned: [Pg.65]   
See also in sourсe #XX -- [ Pg.65 ]




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