Page 280 - Centrifugal Pumps Design and Application
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Hydraulic Power Recovery Turbines  249

           The following criteria should be considered since they will help in
         specifying and classifying the HPRT.


         Specific Speed

          HPRT's are classified by their specific speed (N s) which is a dirnen-
         sionless quantity that governs the selection of the type of runner best
        suited for a given operating condition.






        where    N = Revolutions per minute
               BMP = Developed power in horsepower
                 H = Total dynamic head in feet across turbine at best effi-
                       ciency point (BEP)




          The physical meaning of specific speed is: Revolutions per minute at
        which a unit will run if the runner diameter is such that running at 1-ft
        head it will develop 1 BMP.
          The customary specific speed form used for pumps for classification of
        impeller-type characteristics is also applicable for HPRT (basically for
        reverse running pumps). The values will be similar to those for pumps.
          The impulse Pelton wheels have very low specific speeds as compared
        to propellers (Kaplan) having high specific speeds. Francis-type runners
        cover the N s range between the impulse and propeller types (Figure
        14-3).

        Net Positive Discharge Head

          Net positive discharge head required (NPDHR) applies to an HPRT as
        does NPSHR to a pump to preclude cavitation and its attendant physical
        damage effects. Some literature refers to the term "total required exhaust
        head" (TREH) rather than NPDHR.
          Test data have indicated that the NPDHR or TREH of a machine for the
        turbine mode is less than the NPSHR of the same machine for the pump
        mode at the same flow rate. The available net positive discharge head
        (NPDHA) or total available exhaust head (TAEH) at the installation side
        of the HPRT has to be higher than or at least equal to the NPDHR or
        TREH. This applies only to the reaction-type HPRT, since the impulse-
        type is a free jet action and is therefore not subject to low-pressure areas.
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