Packed Bed flooding.pdf - Youngstown State University's Personal ...
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FIG. 14-72 Chimney tray vapor distributor. (Reprinted courtesy of Koch-<br />
Glitsch LP.)<br />
correlation solely by the readily available specific surface area<br />
(Tables 14-13 and 14-14).<br />
Minimum Wetting Rate The minimum wetting rate (MWR) is<br />
the lower stability limit of packings. Below this liquid load the liquid<br />
film on the packing surfaces breaks up and dewetting occurs. The area<br />
available for mass transfer diminishes, and efficiency drops.<br />
Schmidt [IChemE Symp. Ser. 56, 3.1/1 (1979)] described the<br />
MWR in terms of a force balance at a dry patch along the path of a<br />
falling liquid film. While the gravity and viscous forces resist dewetting,<br />
the surface tension and vapor shear forces tend to dewet the<br />
falling film. The MWR therefore rises with an increase in surface tension<br />
and liquid density, and with a decrease in liquid viscosity. Large<br />
packing sizes and poor surface wetting characteristics also contribute<br />
to higher MWR.<br />
Schmidt presented a fundamental correlation to predict minimum<br />
wetting for Raschig and Pall ® rings. More popular have been the<br />
Glitsch rules of thumb [Table 14-16; Glitsch, Inc. (now Koch Glitsch),<br />
Bulletin 345, Dallas, Tex., 1986] for CMR ® random packings with<br />
packing surface areas around 200 m 2 /m 3 . To extend these rules to<br />
other random packings, Kister (Distillation Design, McGraw-Hill,<br />
New York, 1992) applied Schmidt’s model to give<br />
FIG. 14-73 Liquid holdup, air-water data by Billet (“<strong>Packed</strong> Column Design<br />
and Analysis,” Ruhr University, Bochum, Germany), preloading regime. (From<br />
Kister, H. Z., Distillation Design, copyright © by McGraw-Hill; reprinted with<br />
permission.)<br />
EQUIPMENT FOR DISTILLATION AND GAS ABSORPTION: PACKED COLUMNS 14-79<br />
FIG. 14-74 Effect of liquid and gas rates on the operating holdup of modern<br />
random packings (25-mm NorPac ® ). [From R. Billet and M. Schultes, IChemE<br />
Symp. Ser. 104, p. A159, 1987. Reprinted courtesy of the Institution of Chemical<br />
Engineers (UK).]<br />
Q MW ≈ (Q MW from Table 14-16) × (200/a p) 0.5 (14-166)<br />
The Glitsch brochure did not state the surface tension bases of Table<br />
14-16. The author believes that they conservatively apply to organic and<br />
hydrocarbon systems (σ 150 m 2 /m 3<br />
Minimum wetting rate,<br />
Material m 3 /(m 2 ⋅h)<br />
Unglazed ceramic (chemical stoneware) 0.5<br />
Oxidized metal (carbon steel, copper) 0.7<br />
Surface-treated metal (etched stainless steel) 1.0<br />
Glazed ceramic 2.0<br />
Glass 2.5<br />
Bright metal (stainless steel, tantalum, other alloys) 3.0<br />
PVC-CPVC 3.5<br />
Polypropylene 4.0<br />
Fluoropolymers (PTFE type) 5.0