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Centrifugal Pumps Design and Application 2nd ed - Val S. Lobanoff, Robert R. Ross (Butterworth-Heinemann, 1992)

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190 <strong>Centrifugal</strong> <strong>Pumps</strong>: <strong>Design</strong> <strong>and</strong> <strong>Application</strong><br />

cavitation resistance <strong>and</strong> a given level of hydraulic sophistication may<br />

well pay dividends in excess of their add<strong>ed</strong> cost.<br />

The trends associat<strong>ed</strong> with the performance <strong>and</strong> cavitation criteria for<br />

inducers are shown in Figure 11-6. The ideal inducer size lies at the intersection<br />

of the curves, where maximiz<strong>ed</strong> performance is provid<strong>ed</strong><br />

within cavitation limitations. By limiting consideration to flow coefficients<br />

of $ < .2 <strong>and</strong> combining the Brumfield <strong>and</strong> cavitation limit criteria,<br />

the following expression results, providing means of estimating the<br />

optimum inducer diameter<br />

Exact parity between the performance <strong>and</strong> cavitation criteria is, of<br />

course, not essential in each inducer application. The challenge in designing<br />

a family of inducers is to provide the most useful combinations of<br />

characteristics within a reasonable family size.<br />

This section has present<strong>ed</strong> a superficial overview of a complex subject:<br />

inducer design <strong>and</strong> application. A few closing remarks are in order,<br />

Brumfield does not represent an ideal inducer such as with paper thin<br />

Figure 11-6. Trends of performance vs. inducer diameter.

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