A charcoal kiln made of Cinder-Concrete blocks by A. Richard Olson, Henry W. Hicock

By A. Richard Olson, Henry W. Hicock

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14. A n empirical method of determining impeller blade passages suction of discharge. 14. 16. 17. 15. The single arc method of providing a blade profile. 16. The double arc method of providing a blade profile. 17. The point-by-point method of defining the blade profile. 4 The 'Slip' concept Experimental studies have demonstrated that the flow both through the impeller passages and leaving the impeller is complicated and strongly three-dimensional. The outlet flow direction is consequently not the same as that assumed in the Euler Diagram.

The effect of oversizing the suction on the NPSH (HSR) and stability of two pumps. 9. The use of an orifice plate to correct an oversized suction region. 10. Side channel designs of suction casing for (a) a single suction pump and (b) a double suction design. for the Euler specific energy rise. From the Euler equation it may be deduced that the specific energy rise generated is a function of impeller outside diameter and outlet width, outlet angle and rotational speed at any given flow rate. Additional factors are blade or passage shape and blade number.

25. This expression applies to a single entry impeller with an unobstructed suction and no inlet whirl. The derivation assumes a vane inlet tip cavitation coefficient that is implicit in the approach due to Gongwer and also 5% acceleration from the eye or suction diameter into the vane leading edge, a fairly common assumption in current designs. 6 Scaling of cavitation Thoma's parameter should apply for dynamically similar conditions. This is of course similar to the other scaling laws covered in Chapter 1.

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