Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Gas flow rate effects

The selectivity to PO (S) was drastically varied as S=13 55 and S=5 12 % depending on the C-up and C-down operations respectively. The total gas flow rate effectively contributed to the enhancement of S as S=18 41 % with increasing the flow rate, indicating an advantage of the membrane reactor (which was characterized by a convection flow in membrane pores) rather than conventional packed bed reactors (which were characterized by molecular diffusion in the pores of catalyst particles). [Pg.105]

These design fundamentals result in the requirement that space velocity, effective space—time, fraction of bubble gas exchanged with the emulsion gas, bubble residence time, bed expansion relative to settled bed height, and length-to-diameter ratio be held constant. Effective space—time, the product of bubble residence time and fraction of bubble gas exchanged, accounts for the reduction in gas residence time because of the rapid ascent of bubbles, and thereby for the lower conversions compared with a fixed bed with equal gas flow rates and catalyst weights. [Pg.518]

Relatively large gas flow rates capable of effective handling... [Pg.2180]

Another possibility is that the effect of shear may be localized, e.g. at the wake of bubbles which is independent of the gas flow rate. Tsutsumi etal. [Pg.240]

Quantitative analysis using the internal standard method. The height and area of chromatographic peaks are affected not only by the amount of sample but also by fluctuations of the carrier gas flow rate, the column and detector temperatures, etc., i.e. by variations of those factors which influence the sensitivity and response of the detector. The effect of such variations can be eliminated by use of the internal standard method in which a known amount of a reference substance is added to the sample to be analysed before injection into the column. The requirements for an effective internal standard (Section 4.5) may be summarised as follows ... [Pg.247]

More recently, Zucrow et al. (Zl) have run experiments which show that in the region of low flow rates the burning rates of certain propellants actually decrease with increasing gas flow. As the gas flow rate increases, the burning rate is observed to go through a minimum and then increase with further increases in gas flow rate. The decrease in burning rate was attributed to undefined mass-transfer processes. Eventually, the convective heat-transfer processes overcome this effect to give results similar to those obtained by others. [Pg.51]

Increase in interfacial area. The total surface area for diffusion is increased because the bubble diameter is smaller than for the free-bubbling case at the same gas flow rate hence there is a resultant increase in the overall absorption rate. The overall absorption rate will also increase when the diffusion is accompanied by simultaneous chemical reaction in the liquid phase, but the increase in surface area only has an appreciable effect when the chemical reaction rate is high the absorption rate for this case is then controlled by physical diffusion rather than by the chemical reaction rate (G6). [Pg.297]

The main relationships between the agitation intensity of the dispersion and the total mass-transfer rate are summarized qualitatively for constant gas flow rate by Fig. 1 (G9) wherein interaction effects among the bubbles are indicated by dashed lines. Intermediate phenomena not shown, such as the direct and feedback effects between coalescence and mass transfer (G5, G9), should also be considered. [Pg.299]

A change in the agitation intensity or gas flow rate will change 0. As a result, b, c0, and the total mass-transfer rate are affected. Thus, the effect of mixing in the vessel is considered by indirect mechanisms. [Pg.355]

The average absorption rate increases with the gas holdup in the vessel. This may be caused by a change in the gas flow rate or the agitation intensity. The effect is augmented as k increases. [Pg.358]

Flynn and Dickens [142] have translated the relaxation methods of fluid kinetics into terms applicable to solid phase thermogravimetry. The rate-determining variables such as temperature, pressure, gas flow rate, gas composition, radiant energy, electrical and magnetic fields are incremented in discrete steps or oscillated between extreme values and the effect on reaction rate determined. [Pg.21]

The measurement of liquid side gas - liquid mass transfer coefficient kia, showed that the value of kia increase with increasing rotation speed (V) and gas flow rate (Qg). hi the present research, the effect of impeller rotation on mass transfer coefficient was more significant than the effect of gas flow rate. The following correlation was obtained kia =1.7 x 10 ... [Pg.223]

Liquid phase oxidation reaction of acetaldehyde with Mn acetate catalyst can be considered as pseudo first order irreversible reaction with respect to oxygen, and the reaction occurred in liquid film. The value of kinetic constant as follow k/ = 6.64.10 exp(-12709/RT), k2 = 244.17 exp(-1.8/RT) and Lj = 3.11.10 exp(-13639/RT) m. kmor. s. The conversion can be increased by increasing gas flow rate and temperature, however the effect of impeller rotation on the conversion is not significant. The highest conversion 32.5% was obtained at the rotation speed of 900 rpm, temperature 55 C, and gas flow rate 10" m. s. The selectivity of acetic acid was affected by impeller rotation speed, gas flow rate and temperature. The highest selectivity of acetic acid was 70.5% at 500 rpm rotation speed, temperature of 55 C... [Pg.224]

In this paper, TiCU was oxidized in the flow reactor at various temperature and gas flow rate. The wall scales were characterized by scan electron microscopy and X-ray diffraction. The effects of reactor wall surface state, radial growth of scale layer and reactor axial temperature distribution on scaling formation were discussed. At the same time, the mechanism of scaling on the reactor wall was explored furthermore. [Pg.417]

Figure 2.55 The effect of cooling gas flow rate and inlet temperature on CO conversion in the WGS reactor, as described in [165]. The cooling gas flow rate was varied for a fixed reaction gas flow rate and three different inlet temperatures were considered. Figure 2.55 The effect of cooling gas flow rate and inlet temperature on CO conversion in the WGS reactor, as described in [165]. The cooling gas flow rate was varied for a fixed reaction gas flow rate and three different inlet temperatures were considered.

See other pages where Gas flow rate effects is mentioned: [Pg.97]    [Pg.514]    [Pg.2183]    [Pg.159]    [Pg.642]    [Pg.198]    [Pg.425]    [Pg.432]    [Pg.264]    [Pg.227]    [Pg.1253]    [Pg.211]    [Pg.367]    [Pg.580]    [Pg.92]    [Pg.100]    [Pg.100]    [Pg.113]    [Pg.115]    [Pg.116]    [Pg.119]    [Pg.130]    [Pg.319]    [Pg.354]    [Pg.168]    [Pg.387]   
See also in sourсe #XX -- [ Pg.6 , Pg.7 , Pg.13 ]

See also in sourсe #XX -- [ Pg.6 , Pg.7 , Pg.13 ]




SEARCH



Flow gas flows

Gas flow rates

Gas flow, effect

Gas rates

© 2024 chempedia.info