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´ÜÈíÀÔÀ϶§´Â Å丶°è¼ö°¡ 7.88X10^-5(Ns)^4/3
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¿ëºÀ yongbong   12-01-06 13:19
McGraw-Hill ÃâÆǻ翡¼­ ³ª¿Â Pump HandbookÀ» º¸¸é ´ÙÀ½°ú °°ÀÌ ³ª¿À³×¿ä.

Thoma Cavitation Parameter S  All the terms in Eqs. 15 to 17 may be made dimensionless by dividing each by the pump head H. The resulting parameter

¥ò = h(sv) / H

has proven to be useful especially for high-specific speed pumps and turbines. The loading on the blades of a variable-pitch propeller, and therefore the minimum suction-side static pressure, is directly connected to the head developed. As this head increases with increasing  blade  setting  angle, the  loading  increases, the  minimum  pressure  drops, and  the NPSHR goes up. Hence an identifiable limiting value of ¥ò is found to exist for such a machine. ¥ò-limits are presented for a range of specific speeds in Figure 25.
Performance-NPSH data are sometimes given in terms of ¥ò; for example, Rutschi 13 presents  the  effect  of  pump  hydraulic  efficiency  on  NPSH  in  these  terms, a  consistently higher value of ¥ò being required for pumps with lower efficiency (Figure 26).
¶÷º¸ daeman12   12-01-06 14:04
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S=Ns(1/(7.88x10^-5 x Ns^4/3)^3/4

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