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Prediction of batch heat transfer coefficients for pseudoplastic fluids ...

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The results are tabulated ~ Table A-5.<br />

The flow behavior index~ ~, am~ fluid 00nsisteRey<br />

logarithm <strong>of</strong> the shear stress and Shear rate. T~e results<br />

are listed ~ Table A-b. Since the fluid properties were<br />

needed as functions <strong>of</strong> temperature, the fluid eonsistency<br />

index was p10tted versus the temperature on semrllogarithmie<br />

eeordinates; as suggested by Ferment (63).<br />

The poi~ts<br />

deseribed a straight line vJhiel3. CaE. be expressed as<br />

IGg K :: A + B (T)<br />

(A-IO<br />

The constamts~ 'A ~d BI were calculated using a linear<br />

regression. The flew behavior index was mot very temperature<br />

dependent but eould be expressed as<br />

m :: C + D (T)<br />

(A-II<br />

vrhere C and D Here evaluated using a linear regression.<br />

The results are given in Table A-7.<br />

TABLE A-7<br />

CONSTANTS FOR EQUATIONS A-IO ~d A-il<br />

A~;'<br />

Fluid B C D<br />

C"C- l )<br />

(oC-l)<br />

0.15% Capbopol 0 .. 702 -0 .. 00947 0.631 0.00117<br />

0 .. 20% Carbo])ol 1 .. 607 -0.00bl0 0.423 0.00027<br />

0 .. 24$& CarbQPol 1.906 -0.00308 0.378 -0.00034<br />

,:. Tke use <strong>of</strong> tl'il.ese e0l1lsta:mts gives K in. d'J1llles see. Ja jelii1. 2

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