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Liquid-solid flux

Heat transfer by nucleate boiling is an important mechanism in the vaporization of liqmds. It occurs in the vaporization of liquids in kettle-type and natural-circulation reboilers commonly usea in the process industries. High rates of heat transfer per unit of area (heat flux) are obtained as a result of bubble formation at the liquid-solid interface rather than from mechanical devices external to the heat exchanger. There are available several expressions from which reasonable values of the film coefficients may be obtained. [Pg.568]

Equation (2-113) means that any cylindrical cavity for any liquid-solid combination under a given pressure has a minimum heat flux below which boiling will not be stable, and a transition between natural convection and stable nucleate boiling (bumping) is always observed. [Pg.103]

The solids flux depends on the local concentration of solids, the settling velocity of the solids at this concentration relative to the liquid, and the net velocity of the liquid. Thus the local solids flux will vary within the thickener because the concentration of solids increases with depth and the amount of liquid that is displaced (upward) by the solids decreases as the solids concentration increases, thus affecting the upward drag on the particles. As these two effects act in opposite directions, there will be some point in the thickener at which the actual solids flux is a minimum. This point determines the conditions for stable steady-state operation, as explained below. [Pg.433]

Because the batch flux data are obtained in a closed system with no outflow, the net solids flux is zero in the batch system and Eq. (14-40) reduces to FL = —(pV%/ 1 — cp). Note that FL and Vs are of opposite sign, because the displaced liquid moves upward as the solids settle. The relative velocity between the solids and liquid is Vr = Vs — VL which, from Eq. (14-20), is Vr = Fs/(1 — relative velocity that controls the dynamics in the thickener. If the underflow draw-off rate from the thickener is gu, the additional solids flux in the thickener due to superimposition of this underflow is qu = Qu/A = Vu. Thus, the total solids flux at any point in the thickener (qs) is equal to the settling flux relative to the suspension (i.e., the batch flux qsb) at that point, plus the bulk flux due... [Pg.434]

The particle temperature depends on the heat flux from the gas to the particle, the particle to the liquid film, and the particle to the apparatus wall. Further, the enthalpy flow of the deposited and attrited solids, as well as entering or leaving solid fluxes (seeds and product), also influence the temperature of the bed material. The energetic balance has the following form... [Pg.477]

G mass flux (kg/m2 s) k. liquid-solid mass-transfer... [Pg.193]

The beneficial effects of Ni and Pd imply a decrease in the liquid/solid interfacial energy values, as discussed in Chapter 5. Work by researchers using other families of braze alloys has shown that the wetting of both steel and Ni alloy components by Ni brazes is promoted by the presence of B and Si which can flux, that is cause chemical reactions to disrupt the surface oxide, (Amato et al. 1972). [Pg.358]

Here, GL is the mass flux of liquid, Ksas is the volumetric liquid solid mass-transfer coefficient, and AL is the concentration of the reactant in the liquid... [Pg.223]

Studies on the ciearance (pi/h) of modei hydrophilic solutes such as calcein (MW 623) and dextrans FD-4 (MW 4400) and FD-40 (MW 38000) in tritiated water across the skin under the influence of US have revealed a good flux correlation with H20. Unexpectedly, the slopes obtained by linear regression of the plots were consistent for all solutes examined [116]. In other words, the permeability coefficients of the solutes were comparable with those of tritiated water and independent of molecular size up to 40 kDa under the effect of US. This can be ascribed to the above-described asymmetric collapse of transient cavitation bubbles at the liquid-solid interface, which can produce transport routes for hydrophilic solutes in the stratium corneum. [Pg.174]

In confined space, the heat transfer enhancement is caused by evaporation a thin liquid film in near comer area (see Fig. 12) and dry spot formation on the channel wall. The dry spot formation in this area can explain low dependence of heat transfer coefficient on wall superheat [21]. For this case heat flux in vicinity of liquid-solid-vapor contact line has higher level due to evaporation in ultra thin film area [20]. In that way high level of heat transfer in vicinity of contact line is responsible for the heat transfer enhancement during boiling in mini-channels. The possibility of dry spot formation on the wall for water boiling in narrow annular channel was observed in [35] also. At wall superheat over 4.5 K the drying-out of liquid is responsible for decrease of heat transfer when the size of dry area becomes very large. [Pg.269]

In a continuous thickener the total downward solids flux is made up of two parts the flux of solids carried by the downflowing liquid and the additional flux resulting from the settling of the solids through the liquid. The first is called the transport flux G, and is the product of the solids concentration c and the downward velocity w. The second is the settling flux which is the product of the solids concentration and the settling rate, dZldt, as measured in batch tests. [Pg.1056]

Both the transmission-type probe and the reflection-type probe, need be calibrated for their measuring range in local solids concentration. The calibration of optic fiber probes is known to be a difficult problem. Calibration methods fall into two categories the first is to calibrate a probe against agitated or fluidized liquid—solid systems the second is to use particle free-fall in gas—solid systems or the traditional pressure drop method for fluidized solids the third is in a flow system with particle density deduced from mass flux of particles and measurement where phase velocities were nearly equal. [Pg.123]

The external diffusion limitation (mass transfer through a liquid-solid interface) is determined by the diffusion rate of the reactant to the external surface or the product out from catalyst particles surface. The flux to the external surface is defined by ... [Pg.415]


See other pages where Liquid-solid flux is mentioned: [Pg.38]    [Pg.38]    [Pg.657]    [Pg.433]    [Pg.435]    [Pg.38]    [Pg.227]    [Pg.228]    [Pg.524]    [Pg.273]    [Pg.32]    [Pg.490]    [Pg.78]    [Pg.15]    [Pg.205]    [Pg.222]    [Pg.240]    [Pg.482]    [Pg.3436]    [Pg.170]    [Pg.269]    [Pg.270]    [Pg.100]    [Pg.805]    [Pg.2362]    [Pg.1359]    [Pg.1302]    [Pg.1403]    [Pg.1403]    [Pg.1404]    [Pg.1057]    [Pg.813]    [Pg.2345]    [Pg.3435]    [Pg.120]   
See also in sourсe #XX -- [ Pg.515 ]




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Solids flux

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