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Flow development

Higher temperatures also require more cooling and, as temperatures increase, the single can or annular combustor design becomes more attractive. The tubo-annular combustor has a more even combustion because each can has its own nozzle and a smaller combustion zone, resulting in a much more even flow. Development of a can-annular combustor is usually less expensive, since only one needs to be tested instead of an entire unit as in an annular or single-can combustor. Therefore, the fuel and air requirements can Be as low as 8-10% of the total requirements. [Pg.2509]

As Figure 4-108 shows, increasingly large cash flows develop in later years of operation. These large cash flows are essentially ignored by a simple payback period calculation. [Pg.219]

Slug flow must be avoided in all two-phase applications. The designer must be alert for two-phase flow developing in a system. In one case, absorber liquid going to a lower pressure stripper produced a two-phase mixture. The absorber stream entered the stripper in a line that was elled down onto the stripper tray. The two-phase mixture beat out a section of trays. A /4-in. protection plate was provided and this had a hole cut in it in two years. [Pg.315]

The influence of room transverse cross-section configuration on airflow patterns created by air jets supplied through round nozzles in proximity to the ceiling was studied by Baharev and Troyanovsky and Nielsen (see Fig. 7.37). Based on experimental data, they concluded that when the room width B is less than 3.5H, the jet attaches to the ceiling and spreads, filling the whole width of the room in the manner of a linear jet. The reverse flow develops under the jet. When B > 4H, the reverse flow also develops along the jet sides. Baharev and Troyanovsky indicated that air temperature and velocity distribution in the occupied zone is more uniform when the jet develops in the upper zone and the occupied zone is ventilated by the reverse flow. Thus, they proposed limiting room width to 3-3.5H,. [Pg.478]

On the basis of theory and experimental observations it can be predicted that a zone capacity of ca. 1500 could be achieved by 2-D multiple development. Because the same result can be achieved by application of 2-D forced-flow development on HPTLC plates, it can be stated that the combination of stationary phases, FFPC and "D offers a fruitful future in modem, instmmental planar chromatography. [Pg.194]

The present model takes into account how capillary, friction and gravity forces affect the flow development. The parameters which influence the flow mechanism are evaluated. In the frame of the quasi-one-dimensional model the theoretical description of the phenomena is based on the assumption of uniform parameter distribution over the cross-section of the liquid and vapor flows. With this approximation, the mass, thermal and momentum equations for the average parameters are used. These equations allow one to determine the velocity, pressure and temperature distributions along the capillary axis, the shape of the interface surface for various geometrical and regime parameters, as well as the influence of physical properties of the liquid and vapor, micro-channel size, initial temperature of the cooling liquid, wall heat flux and gravity on the flow and heat transfer characteristics. [Pg.351]

Two-phase flows in micro-channels with an evaporating meniscus, which separates the liquid and vapor regions, have been considered by Khrustalev and Faghri (1996) and Peles et al. (1998, 2000). In the latter a quasi-one-dimensional model was used to analyze the thermohydrodynamic characteristics of the flow in a heated capillary, with a distinct interface. This model takes into account the multi-stage character of the process, as well as the effect of capillary, friction and gravity forces on the flow development. The theoretical and experimental studies of the steady forced flow in a micro-channel with evaporating meniscus were carried out by Peles et al. (2001). These studies revealed the effect of a number of dimensionless parameters such as the Peclet and Jacob numbers, dimensionless heat transfer flux, etc., on the velocity, temperature and pressure distributions in the liquid and vapor regions. The structure of flow in heated micro-channels is determined by a number of factors the physical properties of fluid, its velocity, heat flux on... [Pg.401]

M. Besson, P. Bmel, J.L. Champion, and B. Deshaies 2000, Experimental analysis of combusting flows developing over a plane-symmetric expansion, /. Thermophysics Heat Transfer 14(l) 59-67. [Pg.153]

At large distances from the nozzle, the axial velocity exhibits self-preserving similarity in that, when plotted in the above dimensionless form, velocity profiles at all cross-sections downstream collapse onto a single curve. It is probable that strict similarity is preserved only at axial distances in excess of 30-40 diameters. However, the above formulation is frequently used to describe the velocity profile at all points downstream of the flow development region. For work performed with M. citrifolia, the numerical values recommended by Panchapakesan and Lumley [131] for the constants K and C in Eqs. (12) and (13), i.e. 75.2 and 6.06, respectively, are employed. [Pg.156]

Figure 7.2 Relation between the solvent front position and tine for (1) an enclosed layer with forced-flow development, (2) an exposed layer in a saturated chamber with capillary controlled flow, (3) a covered layer (sandwich chamber) with capillary controlled flow, and (4) an exposed layer in an unsaturated atmosphere with capillary controlled flow. (Reproduced with permission from ref. 30. Copyright Or Alfred Huethlg Publishers). Figure 7.2 Relation between the solvent front position and tine for (1) an enclosed layer with forced-flow development, (2) an exposed layer in a saturated chamber with capillary controlled flow, (3) a covered layer (sandwich chamber) with capillary controlled flow, and (4) an exposed layer in an unsaturated atmosphere with capillary controlled flow. (Reproduced with permission from ref. 30. Copyright Or Alfred Huethlg Publishers).
Forced-flow development enables the mobile phase velocity to be optimized without regard to the deficiencies of a capillary controlled flow system [34,35). In rotational planar chromatography, centrifugal force, generated by spinning the sorbent layer about a central axis, is used to drive the solvent... [Pg.334]

Figure 7.5 Left, variation of the average plate height of fine-and coeurse-particle layers as a function of the solvent aigration distance and method of developaent. Right, relationship between the optiauB plate height and solvent migration distance for forced-flow development. Figure 7.5 Left, variation of the average plate height of fine-and coeurse-particle layers as a function of the solvent aigration distance and method of developaent. Right, relationship between the optiauB plate height and solvent migration distance for forced-flow development.
For two-dimensional TLC under capillary flow controlled. conditions it should be possible to achieve a spot capacity, in theory, on the order of 100 to 250, but difficult to reach 400 and nearly impossible to exceed 500 [52,140]. Theoretical calculations indicate that by forced-flow development it should be relatively > easy to generate spot capacities well in excess of 500 with an upper bound of several thousand, depending on the choice of operating conditions. -fE... [Pg.352]

Resolution in forced-flow development is not restricted by the same limitations that apply to capillary flow controlled systems. The maximum resolution achieved usually corresponds to the optimum mobile phase velocity and R, increases approximately linearly with the solven)t migration distance (48). Thus there is... [Pg.851]

In TLC the stationary phase is pre-wet by volatile components in the mobile phase present in the vapour phase of the chromatographic chamber. The mobile phase is at the bottom of the developing chamber and advances on the stationary phase its movement depends on capillary forces. The stationary phase is equilibrated by the mobile phase front during its movement. Separations obtained under capillary flow controlled conditions are limited to a maximum of about 5000 theoretical plates. Forced-flow development requires an external force to move the mobile phase through the layer. [Pg.221]

For any given size of mill there is a minimum volume of polymer per unit width of roll, below which no dispersive mixing occurs. Increasing the amount of material above this minimum level increases the high shear zone in the polymer, increasing dispersive mixing. There is an upper limit however, above which a circulatory flow develops at the entrance to the nip region and no further improvement occurs. [Pg.196]

Lattice-Boltzmann is an inherently time-dependent approach. Using LB for steady flows, however, and letting the flow develop in time from some starting condition toward a steady-state is not a very good idea, since the LB time steps need to be small (compared to, e.g., FV time steps) in order to meet the incompressibility constraint. [Pg.175]

Because PB-PK models are based on physiological and anatomical measurements and all mammals are inherently similar, they provide a rational basis for relating data obtained from animals to humans. Estimates of predicted disposition patterns for test substances in humans may be obtained by adjusting biochemical parameters in models validated for animals adjustments are based on experimental results of animal and human in vitro tests and by substituting appropriate human tissue sizes and blood flows. Development of these models requires special software capable of simultaneously solving multiple (often very complex) differential equations, some of which were mentioned in this chapter. Several detailed descriptions of data analysis have been reported. [Pg.728]

In the opposed jets design fluid is sucked or pumped into a beaker. The profile which develops is dominantly extensional. In the profiled slot design a rectangular channel is designed such that in the total slip condition an extensional flow develops with a constant rate. The pressure is measured at the stagnation point. Other designs include the open syphon, where fluid is sucked from a beaker through a nozzle which is... [Pg.274]

Dengler and Addoms 8 measured heat transfer to water boiling in a 6 m tube and found that the heat flux increased steadily up the tube as the percentage of vapour increased, as shown in Figure 14.4. Where convection was predominant, the data were correlated using the ratio of the observed two-phase heat transfer coefficient (htp) to that which would be obtained had the same total mass flow been all liquid (hi) as the ordinate. As discussed in Volume 6, Chapter 12, this ratio was plotted against the reciprocal of Xtt, the parameter for two-phase turbulent flow developed by Lockhart and Martinelli(9). The liquid coefficient hL is given by ... [Pg.775]

Fig. 20. Structured flows developed between the bottom solution containing dextran with 6.146 x 10-2 g/g phosphate buffer at pH 6.0 and dextranase with 10 units/g phosphate buffer (= 2.63 x 10s g/g phosphate buffer) and the top solution containing dextran with 3.952 x 10-2 g/g phosphate buffer (including blue dextran). The boundary was formed 3 min after the dextranase was added to the dextran solution. The photo was taken 30 min after formation of the initial boundary531... Fig. 20. Structured flows developed between the bottom solution containing dextran with 6.146 x 10-2 g/g phosphate buffer at pH 6.0 and dextranase with 10 units/g phosphate buffer (= 2.63 x 10s g/g phosphate buffer) and the top solution containing dextran with 3.952 x 10-2 g/g phosphate buffer (including blue dextran). The boundary was formed 3 min after the dextranase was added to the dextran solution. The photo was taken 30 min after formation of the initial boundary531...

See other pages where Flow development is mentioned: [Pg.100]    [Pg.507]    [Pg.412]    [Pg.1426]    [Pg.309]    [Pg.237]    [Pg.90]    [Pg.956]    [Pg.183]    [Pg.437]    [Pg.155]    [Pg.4]    [Pg.7]    [Pg.340]    [Pg.344]    [Pg.846]    [Pg.867]    [Pg.879]    [Pg.449]    [Pg.557]    [Pg.340]    [Pg.4]    [Pg.196]    [Pg.209]    [Pg.27]    [Pg.53]   


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Capillary flow multiple development

Concentric annular ducts developing flow

Developed turbulent flow

Developing Thermal Flow

Developing Viable Continuous-flow Processes

Developing a long-pipe approximation to the full compressible flow equations

Developing flow

Developing flow hydrodynamically

Developing flow simultaneously

Development in Polymer Flows

Development of Linearized Flow Analysis

Development of post-yield large-strain plastic flow

Development of separation in countercurrent flow systems

Development techniques forced-flow planar chromatography

Development with forced flow

Entrance length, fully developed flow

Flow cell development using functionalized

Flow cytometry development

Flow, adiabatic hydrodynamically fully developed

Flow, adiabatic thermally fully developed

Flow, process developing

Forced flow overpressured developing chamber

Forced-flow development

Fully Developed Dilute Pipe Flows

Fully Developed Flow in Microtubes Uniform Surface Flux

Fully Developed Laminar Flow

Fully Developed Turbulent Flow

Fully developed duct flow

Fully developed duct flow turbulent

Fully developed duct flow uniform temperature, laminar

Fully developed flow

Fully developed pressure driving flow in a duct with EPR

Fully-developed heat transfer to power-law fluids in laminar flow

Future developments system flow

Heat transfer coefficients in thermally fully developed, laminar flow

Hydrodynamic, fully developed, laminar flow

Internal flow developing

Internal flow fully-developed

Laminar duct flow developing

Laminar duct flow development

Laminar duct flow thermally-developing

Method development Flow chart

Pipe, laminar flow developing

Pipe, laminar flow fully-developed

Pipe, laminar flow thermally-developing

Plane duct, laminar flow developing

Stress Development at the Onset of Steady Shearing Flow

System development information flows

The Development of Flow Analysis

The thermal entry flow with fully developed velocity profile

Thermal, fully developed, laminar flow

Thermally and hydrodynamically developing flow

Thermally developing flow

Transient flow development

Turbulent flow development

Velocity profile developing flow

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