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Pure diffusion mode

The last point is worth considering in more detail. Most hydrocarbon diffusion flames are luminous, and this luminosity is due to carbon particulates that radiate strongly at the high combustion gas temperatures. As discussed in Chapter 6, most flames appear yellow when there is particulate formation. The solid-phase particulate cloud has a very high emissivity compared to a pure gaseous system thus, soot-laden flames appreciably increase the radiant heat transfer. In fact, some systems can approach black-body conditions. Thus, when the rate of heat transfer from the combustion gases to some surface, such as a melt, is important—as is the case in certain industrial furnaces—it is beneficial to operate the system in a particular diffusion flame mode to ensure formation of carbon particles. Such particles can later be burned off with additional air to meet emission standards. But some flames are not as luminous as others. Under certain conditions the very small particles that form are oxidized in the flame front and do not create a particulate cloud. [Pg.458]

The wavenumber interval on which new diffusion instability modes exist is bounded from below and not bounded from above. Consequently, these perturbations are mainly shortwave. At the same time, the formation of regular nonlinear wave structures in falling film of a pure liquid is associated with the fact that only perturbations on the bounded interval 0 < a < are unstable. [Pg.220]

Table 13.3 gives the new expressions of the reactivity. Note that the foreign gas is without influence in the cases of the modes with diffusion and the phase change as the rate-determining step, but it decreases the reactivity in a homographic maimer for the other pure modes. [Pg.470]

If we irutially consider the growth reaction of ABO2, assuming that, for one reason or another (one-process model with instantaneous nucleation or fast smface diffusion), interface AO/BO is immediately entirely covered with a fine layer of ABO2, it is possible to determine the kinetic laws relating to the pure modes that will be either with a constant rate if an interface reaction is the rate determining step or a function of time if diffusion is the rate determining step. [Pg.496]

We note that the pure modes of diffusion and external reaction inform equation [15.18] are >or infinite, respectively. [Pg.585]

We successively study the pure modes with a reaction or a diffusion as rate determining step. [Pg.612]

Remark.- Regarding variations of alloy composition until now we expressed the relative reactivity ratio using (possibly) the mole fiaction of the element reacting at the current time. To speak true, the A1 seleetive oxidation involves an impoverishment of the alloy in this element and the eurrent eouqxrsition is different from the initial one. (This composition remains homogenous all the same because there is no gradient of corrposition in alloy sinee, being in pure mode of reaction, diffusions are instantaneous). [Pg.613]

Pure mode with diffusion as rate detemnning step... [Pg.615]

To solve System (II), we consider that and Pi are small (this is justified by the fact that this assuirqition will make it possible to find the law of the pure case of diffusion in oxide as in section 5.6.3). Under these conditions, we can use approximations [5.66] and [5.67]. System (II) is then reduced to equation [16.10] which is the general expression of the two diffusion-mixed modes by taking account of equations [16.5] and [16.7] ... [Pg.617]

In conclusion, if an element of an alloy which constitutes an ideal solid solution is oxidized selectively by a gas, the diffusion in alloy of the oxidized element is compensated by a diffusion of vacancies in opposite direction. The paraboUc law of oxidation can have two different origins a pure mode of diffusion in oxide and a diffusion-mixed mode in both oxide and alloy. If the oxide is a p-type semiconductor with cationic vacancies, the two modes can be distinguished by both influences of gas pressure and initial alloy compositioa... [Pg.620]

The conclusion of all these thermodynamic studies is the existence of thiazole-solvent and thiazole-thiazole associations. The most probable mode of association is of the n-rr type from the lone pair of the nitrogen of one molecule to the various other atoms of the other. These associations are confirmed by the results of viscosimetnc studies on thiazole and binary mixtures of thiazole and CCU or QHij. In the case of CCU, there is association of two thiazole molecules with one solvent molecule, whereas cyclohexane seems to destroy some thiazole self-associations (aggregates) existing in the pure liquid (312-314). The same conclusions are drawn from the study of the self-diffusion of thiazole (labeled with C) in thiazole-cyclohexane solutions (114). [Pg.88]

Under Httle or no illumination,/ must be minimized for optimum performance. The factor B is 1.0 for pure diffusion current and approaches 2.0 as depletion and surface-mode currents become important. Generally, high crystal quality for long minority carrier lifetime and low surface-state density reduce the dark current density which is the sum of the diffusion, depletion, tunneling, and surface currents. The ZM product is typically measured at zero bias and is expressed as RM. The ideal photodiode noise current can be expressed as follows ... [Pg.426]

The interfacial zone is by definition the region between the crystallite basal surface and the beginning of isotropy. Due to the conformationally diffuse nature of this region, quantitative contents of the interphase are most often determined by indirect measures. For example, they have been computed as a balance from one of the sum of the fractional contents of pure crystalline and amorphous regions. The analysis of the internal modes region of the Raman spectrum of polyethylene, as detailed in the previous section of this chapter, was used to quantify the content of the interphase region (ab). [Pg.271]

Let us consider the transport of one component i in a liquid solution. Any disequilibration in the solution is assumed to be due to macroscopic motion of the liquid (i.e. flow) and to gradients in the concentration c,. Temperature gradients are assumed to be negligible. The transport of the solute i is then governed by two different modes of transport, namely, molecular diffusion through the solvent medium, and drag by the moving liquid. The combination of these two types of transport processes is usually denoted as the convective diffusion of the solute in the liquid [25] or diffusion-advection mass transport [48,49], The relative contribution of advection to total transport is characterised by the nondimensional Peclet number [32,48,49], while the relative increase in transport over pure diffusion due to advection is Sh - 1, where Sh is the nondimensional Sherwood number [28,32,33,49,50]. [Pg.129]

We have seen that purely diffusion-controlled biouptake fluxes may require time spans of O(103) s to decay to their eventual steady-state values (see Section 2.3.6). In reality the situation of pure diffusion as the mode of mass transfer in... [Pg.170]

Belal et al. [50] used an anodic polarographic method for the determination of omeprazole and lansoprazole in pure form and in pharmaceutical dosage forms. The study was carried out in Britton-Robinson buffer over the pH range 4.1—11.5. In Britton-Robinson buffer of pH 7, well-defined anodic waves were produced with diffusion-current constant (ft]) of 1.7 0.01 (n = 6) and 1.66 0.01 (n = 8) for lansoprazole and omeprazole, respectively. The current-concentration plots were rectilinear over the ranges of 4—24, 2—16 /using direct current (DCt) mode for lansoprazole and omeprazole, respectively, and over the range 2—18,... [Pg.212]

Regime "A" V - 0. The discharge is driven in the "pure" MW mode, an abundant source of active species in the gas phase. These diffuse to the polymer surface with which they react mostly by attachment. In this case ionic bombardment is very limited and low in energy because the insulating surface rapidly adopts a floating potential (usually a few volts positive with respect to ground). [Pg.155]

In the pulsed mode of operation, which is usually the preferred mode, a mixture of methane in argon is usually employed as the carrier gas. Pure argon can not be used very effectively as the carrier gas as the diffusion rate of electrons in argon is ten times less than that in a 10% methane-90% argon mixture. The period of the pulsed potential is adjusted such that relatively few of the slow negatively charged molecules reach the anode, but the faster moving electrons are all collected. [Pg.138]

Close agreement of the observed and predicted variations for the normalized droplet surface area are shown in Figure 7 for both pure diffusion and forced-convection modes of gas-phase heat and mass transfer. Whereas the consistency of normalized surface area predictions for both... [Pg.45]

Gold has a very low fusion temperature and is therefore expected to be very mobile, i.e. to diffuse easily, even at low temperature. Moreover, its surface tension is very low compared to Pd (Table 4), and it is therefore expected to segregate largely to the surface of Pd-Au alloys (Fig. 4). This has been experimentally verified for example, the topmost layer of Au3Pd(100) and Au3Pd(l 10) has been found to consist of Au atoms only [65, 66]. Moreover, the (110) surface of the alloy reconstructs in a (1x2) missing row mode as does pure Au(llO). [Pg.430]


See other pages where Pure diffusion mode is mentioned: [Pg.183]    [Pg.233]    [Pg.300]    [Pg.618]    [Pg.1240]    [Pg.287]    [Pg.189]    [Pg.202]    [Pg.85]    [Pg.68]    [Pg.56]    [Pg.52]    [Pg.734]    [Pg.75]    [Pg.106]    [Pg.286]    [Pg.10]    [Pg.183]    [Pg.21]    [Pg.449]    [Pg.216]    [Pg.41]    [Pg.43]    [Pg.46]    [Pg.261]    [Pg.90]    [Pg.318]    [Pg.534]   
See also in sourсe #XX -- [ Pg.623 ]




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