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Flooding limit

Capacity cause Steam reboiler flow set above column jet flood limit... [Pg.2563]

Lower pressure drop (less than half) than Raschig rings, also lower HTU (in some systems also lower than Bert saddles), higher flooding limit. Good liquid distribution, high capacity. Considerable side thmst on column wall. Available in metal, plastic and ceramic. [Pg.86]

Available in plastic, lower pressure drop and HTU values, higher flooding limits than Raschig rings or Bert saddles. Very low unit weight, low side thrust. [Pg.86]

Available in metal only, low pressure drop, low HETP, flooding limit probably higher than Raschig rings. Not much literature data available. Used mostly in small laboratory or semi-plant studies. [Pg.86]

WTien the hole area is much less than 10% of the active tray area, the flooding limit should be reduced. Fair [183]... [Pg.191]

Experimental flooding and entrainment data for sieve trays are not plentiful, and measurements are not precise. Accordingly, it has been necessary to relate correlations of flooding and entrainment to those of the well-knowm device, the bubble-cap tray. It appears that the two devices have about the same flooding limits, so long as usual design practice is followed. However, the sieve tray shows entrainment advantages, especially when used in vticuum and atmospheric service. [Pg.193]

Very litde tendency or ability to nest and block areas of bed. Gives fairly uniform bed. Higher flooding limits and lower pressure drop than Raschig rings or fieri saddles lower HTU values for most common. systems. Easier to break in bed than Raschig rings, as ceramic. [Pg.255]

According to flooding limits correlations, this is well below the flooding limit. Now, the logarithmic mean driving potential is calculated. [Pg.93]

Mozenski and Kucharski [2] examined the pressure-drop, overload limit, and flooding limit of a column (0.5 m diameter) packed with Pall rings (35 mm diameter) and Bialecki rings (35 mm and 50 mm diameter) sprayed with propylene carbonate up to 15 bar. Some specific correlations have been proposed and compared with literature data for atmospheric pressure, particularly with the use of the Sherwood diagram for loading-and flooding capacities. [Pg.256]

The uppermost line of Figure 13.37(a) marks the onset of flooding which is the point at which sharp increase of pressure drop obtains on a plot against liquid rate. Flooding limits also are represented on Figure 13.36 in practice, it is customary to operate at a gas rate that is 70% of that given by the line, although there are many data points below this limit in this correlation. [Pg.119]

Flooding is by far the most common upper capacity limit of a distillation tray. Column diameter is set to ensure the column can achieve the required throughput without flooding. Towers are usually designed to operate at 80 to 90 percent of the flood limit. [Pg.36]

Entrainment E is inherent in the bubbling process and can stem from a variety of sources, as shown by Fig. 14-89. However, the biggest practical problem is entrainment generated by the kinetic energy of the flowing vapor rather than the bubbling process. As vapor velocity approaches the flooding limit [Eq. (14-168)], the entrainment rises approximately with (velocity)8. [Pg.96]

Lebens PJM, Edvinsson RK, Sie ST, Moulijn JA. Effect of entrance and exit geometry on pressure drop and flooding limits in a single channel of an internally finned monolith. Ind Eng Chem Res 1998 37 3722-3730. [Pg.236]

Flood Limit, 1.5 Inches Water Channeling Lower Limit, 0.05 In. Water... [Pg.112]

Determination of theoretical stage number and stage efficiency, or more simply HETS, has been established for any extraction process. The next item of order is the packed extractor column flooding limit. Just as fractionation columns must be sized for vapor and liquid, liquid-liquid extraction columns must be sized for flood limits. [Pg.284]

In this section of the studies, the flow patterns of two-phase flow in the investigated packings (monoliths, Sulzer DX , and Sulzer katapak S ) are discussed. Further, the resulting residence time distribution (RTD), flooding limits, and mass transfer behavior are compared. [Pg.236]

Fig. 8.11. Stacking of monoliths for extension of flooding limits, residence time distribution (RTD) and mass transfer by remixing the laminar layers. Short pieces with a higher hydraulic diameter, turned through 45°, are stacked between longer monoliths with a small hydraulic diameter. (From Ref. [23].)... Fig. 8.11. Stacking of monoliths for extension of flooding limits, residence time distribution (RTD) and mass transfer by remixing the laminar layers. Short pieces with a higher hydraulic diameter, turned through 45°, are stacked between longer monoliths with a small hydraulic diameter. (From Ref. [23].)...
Experiments to measure pressure drop and flooding limits were performed in a set-up accommodating monoliths with diameters of 43 mm (Fig. 8.16), while the length of the monoliths varied up to total length of 1 meter. The liquid was distributed by a nozzle the gas was introduced in countercurrent mode via mass flow controllers in the system. At the outlet of the monolith, a special device was mounted (Fig. 8.17), which improved draining of the monolith. The pressure drop along the column was measured using differential pressure transmitters. All experiments were performed at room temperature and atmospheric pressure. [Pg.242]

Fig. 8.16. Schematic flowsheet for the experimental determination of pressure drop, flooding limits, residence time distribution (RTD), and mass transfer. Fig. 8.16. Schematic flowsheet for the experimental determination of pressure drop, flooding limits, residence time distribution (RTD), and mass transfer.
Fig. 8.18. Experimentally determined flooding limits (water/air) for different packings. (Data for katapak from Ref. [22] data for Multipakfrom Ref. [27].)... Fig. 8.18. Experimentally determined flooding limits (water/air) for different packings. (Data for katapak from Ref. [22] data for Multipakfrom Ref. [27].)...
Figure 6.6 is a typical tray stability diagram. The area of satisfactory operation (shaded) is bound by the tray stability limits. These limits are discussed in the following sections. The upper capacity limit is the onset of flooding. At moderate and high liquid flow rates, the entrainment (jet) flooding limit is normally reached when vapor flow is raised, while the downcomer flooding limit is normally reached when liquid flow is raised. When flows are raised while the column operates at constant LIV (i.e., constant reflux ratio), either limit can be reached. At very low liquid rates, as vapor rate is raised, the limit of excessive entrainment is often reached. [Pg.268]


See other pages where Flooding limit is mentioned: [Pg.513]    [Pg.747]    [Pg.86]    [Pg.130]    [Pg.147]    [Pg.366]    [Pg.87]    [Pg.513]    [Pg.47]    [Pg.225]    [Pg.42]    [Pg.285]    [Pg.241]    [Pg.242]    [Pg.244]    [Pg.245]    [Pg.249]    [Pg.262]    [Pg.321]    [Pg.42]    [Pg.571]   
See also in sourсe #XX -- [ Pg.236 , Pg.241 , Pg.249 , Pg.262 ]




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