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paraffin wax deposition and fouling

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0<br />

w<br />

2 °c)<br />

shear stress of 30.4 per cent. As shown by Walker the Dittus—<br />

rerresents a change in diameter of 6.4 per cent resulting in an<br />

1. k = 0.42 mm. For a tube having i.d. 13.1 mm this<br />

— 66 —<br />

plane of weakness will devalor. Time is often an important factor<br />

•crystans. .s tse trisc.tncss cuilas up se oz sacs a<br />

Using the thermal conductivity of a typical <strong>wax</strong> given in Appendix 1<br />

resistances will be as follows:<br />

as k = 0.0002387 (kW/m °c) the average deposit thickness was<br />

evaluated as fl<br />

Using the new <strong>fouling</strong> resistance the deposit thickness was evaluated<br />

value, a cohesive faalure within it is likely to occur. The strength<br />

regalar pattern being sustained is reduced so that eventually a<br />

increase in average velocity of 1.2 per cent <strong>and</strong> an increase in<br />

of the <strong>wax</strong> layer will depend upon a close <strong>and</strong> regalar pattern of <strong>wax</strong><br />

as 0.45 mm. The resulting increase in shear stress will therefore<br />

Boelter equation gives heat transfer coefficient values constantly<br />

7.5 Remova.. of eosi:s<br />

below those xperimentaliy obtained in commerciai tubes. Substract—<br />

<strong>and</strong> <strong>fouling</strong>.<br />

ing therefore 30 per cent, as recommended by Walker, the various<br />

be about 32.9 per cent.<br />

by over 30 per cent during <strong>deposition</strong>. These increases <strong>and</strong> the<br />

contributing to the asymptotic behaviour of <strong>paraffin</strong> <strong>wax</strong> <strong>deposition</strong><br />

decreases in heat flux will therefore be the major factors<br />

Outside tube resistance R = 0.024’<br />

IT<br />

Wall resistance 2 = 0.0023<br />

U<br />

Inside tube resistance R. = 0.4742 (kW/m<br />

Fouling resistance = 1.8978<br />

II<br />

2en a <strong>wax</strong> deposit has increased its thickness to some critical<br />

The shear stresses acting on deposits may therefore increase<br />

2 = 2.3987

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