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Particles, conduction

Partial pressure difference, rate of vaporisation 649 Particles, conduction to 393... [Pg.886]

Equations in Table IX are written per unit of bed volume (A )g is a time averaged, mean axial bed conductivity. A is a longitudinal diffusivity and Ai allows for particle to particle conductivity. Not all the terms in the model as given in the table are important. For example, Wu et al. (1995, 19%) and Xiao and Yuan (1996) neglect the accumulation and dispersion terms in Eq. (30) and the accumulation and conduction terms in Eq. (28). [Pg.234]

Diffusion is due to random motion of particles. Conduction is due to motion of ions under an electric field. Ionic diffusivity and conductivity are hence related. Under an electric field, the velocity of an ion is proportional to the electric... [Pg.299]

The counter-intuitive behavior of the single-particle conductance Eq. (3) which increases with decreasing was first predicted by Andreev [10]. Comparing Eq. (3) with the ballistic ( d) expression Eq. (1) we see that disorder with d stimulates the single-particle transport by opening of new single-particle conducting modes that are blocked by Andreev reflections in the ballistic limit. The conductance reaches its maximum when the mean free path decreases down to a, after which the distinction between the usual and the Andreev diffusion is lost and Eq. (3) transforms into Eq. (4) for a dirty wire (see [11] for the particular case of vortex lines). [Pg.293]

Apart from the important effect of mass velocity, summarised in Table II, the particle size and, to a greater extent, the particle shape were also found to be important. The salt bath temperature gave an effect on U which could not be explained by the induced changes in the conductivity and viscosity of air alone. Particle conductivity and tube diameter, within their range of variation, have only marginal effects on the overall heat transfer coefficient. [Pg.533]

Permanent dipole moment of small particle. Conductivity... [Pg.104]

Studies with porous catalyst particles conducted during the late 1930s established that, for very rapid reactions, the activity of a catalyst per unit volume declined with increasing particle size. Mathematical analysis of this problem revealed the cause to be insufficient intraparticle mass transfer. The engineering implications of the interaction between diffusional mass transport and reaction rate were pointed out concurrently by Damkohler [4], Zeldovich [5], and Thiele [6]. Thiele, in particular, demonstrated that the fractional reduction in catalyst particle activity due to intraparticle mass transfer, r, is a function of a dimensionless parameter, 0, now known as the Thiele parameter. [Pg.206]

It is assumed that all electrons transfers from the particle conduction band and surface states to the electrode take place under conditions where the current is mass transport controlled. The first order rate constant kg describes electron promotion either by thermal or photonic processes, and the rate constant k describes the loss of the electrons from the conduction band or surface states by a process which is first order in electron concentration. The validity of this assumption will be discussed later. There will be an equation similar to equation (71) for each value of m. If each equation is multiplied by its value of m and the engendered set of equations summed, it is possible to obtain the simple result that ... [Pg.331]

Conduction is the transfer of energy from the more energetic particles of a substance to the adjacent less energetic ones as a result of interactions between the particles. Conduction can take place ui solids, liquids, or gases. [Pg.37]

Recall that ions are charged particles. The movement of charged particles conducts electricity. [Pg.130]

Electrostatic separation can be used to separate waste particles not contacting electricity (e.g., paper, plastic, glass, etc.) from conductors (e.g., metals) or nonconductors from each other, based on differences in their electrical conductivity. In addition to particles conductivity, electrostatic separation is also influenced by particle density, size, moisture, and purity of particles surface. Consequently, separation of waste particles is achieved under the action of electrical as well as gravity or centrifugal forces. [Pg.340]

Electrostatic precipitator Batch process load electrodes, then clean via wet spray or mechanical rapping. For particle conductivity between 10 and 0.01 reciprocal ohm m. Prefer negatively charged configuration. May need to adjust conditions to get particle conductivity into acceptable range. For particles >10 pm, use 38-m plate area per m /s gas flow 1 pm, use 100-m plate area per m /s gas flow 0.4 pm, use 120-m plate area per mVs gas flow. [Pg.1390]

Another feature of AGM separators is their compressibility. With compression of the plate and separator stack, this AGM property guarantees good plate-separator contact, even if the plates are not perfectly smooth. Also, battery assembly is facilitated since the stack can be easily inserted into the cell after compression to a thickness lower than the cell dimension. An undesirable result of the compressibility is that the AGM separator does not exert sufficient resistance against expansion of the positive plate during battery cycle-life. This expansion is particularly prevalent in deep-cycle applications and can cause the battery to suffer premature capacity loss (PCL) via reduced inter-particle conductivity — a phenomenon known as PCL-2 [7]. In the literature, two additional characteristics, which are related to the PCL-2 failure mode, are discussed, namely, AGM separators shrink when first wetted with electrolyte and their fibres can be crushed at high pressure levels [8-10]. These features result in a loss of separator resilience, i.e., a lessening of the ability to display a reversible spring effect. [Pg.185]

Figure 11,106. Size-dependence of the quasi-d.c. conductivity a x) of isolated indium particles measured at 10 Ghz. The accuracy of the experimental data is determined by rather broad particle size distribution of the ensembles available. Quantum-size has predicted a particle conductivity proportional to the third power of the diameter d. Calculated values for the classical surface scattering are also shown for comparison. [Reproduced from ref 132 with kind permission of Elsevier.]... Figure 11,106. Size-dependence of the quasi-d.c. conductivity a x) of isolated indium particles measured at 10 Ghz. The accuracy of the experimental data is determined by rather broad particle size distribution of the ensembles available. Quantum-size has predicted a particle conductivity proportional to the third power of the diameter d. Calculated values for the classical surface scattering are also shown for comparison. [Reproduced from ref 132 with kind permission of Elsevier.]...

See other pages where Particles, conduction is mentioned: [Pg.402]    [Pg.629]    [Pg.325]    [Pg.35]    [Pg.825]    [Pg.472]    [Pg.113]    [Pg.90]    [Pg.281]    [Pg.183]    [Pg.125]    [Pg.202]    [Pg.14]    [Pg.329]    [Pg.335]    [Pg.335]    [Pg.244]    [Pg.383]    [Pg.402]    [Pg.1263]    [Pg.14]    [Pg.1678]    [Pg.797]    [Pg.379]    [Pg.291]    [Pg.402]    [Pg.98]    [Pg.90]    [Pg.1674]    [Pg.199]   
See also in sourсe #XX -- [ Pg.393 ]




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Conductive particles

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Electrically conducting particles

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Particle conductivity

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Thermal conductivity of particle

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