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Handbook of Turbomachinery Second Edition Revised - Ventech!

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components <strong>of</strong> gas velocity upstream and downstream <strong>of</strong> a blade row are<br />

discussed.<br />

The principles involved in the selection <strong>of</strong> tentative shapes for blades<br />

can now be considered; axial and centrifugal compressors are <strong>of</strong>ten treated<br />

separately in this discussion. Factors governing the compromises necessary<br />

for practical multistage units are noted.<br />

Estimating the behavior <strong>of</strong> a compressor at various inlet flow<br />

conditions and rotating speeds is the next subject to be discussed. Here<br />

again, some separate procedures are given for axial and centrifugal<br />

compressors.<br />

The subjects <strong>of</strong> unsteady flows and excessive losses in useful energy are<br />

reviewed and methods <strong>of</strong> coping with these problems are suggested.<br />

Mechanical stresses and vibrations that may be troublesome are identified<br />

and relevant references are cited. The subject <strong>of</strong> compressor noise is briefly<br />

noted.<br />

Bear in mind that compressor design is not an exact science.<br />

Experimental development is nearly always required to make the best use<br />

<strong>of</strong> a particular configuration when the desired pressure ratio is about 3 or<br />

higher. Development testing is therefore the final subject included in this<br />

chapter. Emphasis is placed on the objectives <strong>of</strong> the tests and the<br />

precautions that should be taken. Details about instrumentation and other<br />

testing techniques are left to publications dealing with these particulars.<br />

COMPRESSOR MAPS<br />

Compressors can and do operate over a range <strong>of</strong> speeds and gas flows. This<br />

ability is shown by the curves <strong>of</strong> Fig. 5, which presents atypical compressor<br />

map. Each <strong>of</strong> the coordinates and parameters <strong>of</strong> this figure can be shown to<br />

be equal to a dimensionless variable multiplied by some constant.<br />

Corrected Weight Flow and Pressure Ratio<br />

Corrected weight flow, W ffiffiffiffi p<br />

y1=d1,<br />

is the abscissa <strong>of</strong> Fig. 5. This variable is<br />

almost a standard in the United States and is proportional to the rate <strong>of</strong><br />

mass flow <strong>of</strong> the gas entering the compressor (see Symbols). Note that this<br />

term is also proportional to W ffiffiffiffiffiffi p<br />

TT=P1,<br />

which is frequently used in other<br />

countries. Both <strong>of</strong> these terms are functions <strong>of</strong> the Mach number <strong>of</strong> the flow<br />

at the compressor inlet. The ordinate is the ratio <strong>of</strong> the total pressure at the<br />

compressor outlet to that at the inlet. One <strong>of</strong> the parameters is the corrected<br />

speed, N= ffiffiffiffi p p ffiffiffiffiffi<br />

y1;<br />

it too is <strong>of</strong>ten replaced by another term, N= T1,<br />

which is<br />

proportional to it.<br />

Copyright © 2003 Marcel Dekker, Inc.

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