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Conductivity modelling

In conduction models of semiconductor gas sensors, surface barriers of intergranular contacts dominate the resistance. Electrons must overcome this energy barrier, eV., in order to cross from one grain to another. For these... [Pg.1308]

Hardee, H. C., and D. O. Lee. 1978. A simple conduction model for skin bums resulting firom exposure to chemical fireballs. Fire Res. 1 199-205. [Pg.244]

Collatz, G. J., Ribas-Carbo, M. and Berry, J. A. (1992). Coupled photosynthesis-stomatal conductance model for leaves of C4 plants, Aust.. Plant Physiol. 19,519-538. [Pg.311]

The data in Figure 5 can now be considered in light of the conduction model developed above. As stated previously, conduction in reduced poly-I behaves like an activated process. There are two sources that potentially could be responsible for this behavior. The first is the Boltzmann type concentration dependence of the 1+ and 1- states discussed above. The number of charge carriers is expected to decrease approximately exponentially with T. The second is the activation barrier to self-exchange between 1+ and 0 sites and 0 and 1- sites. For low concentration of charge carriers both processes are expected to contribute to the measured resistance. [Pg.427]

All the above derivations are based on the assumption of a single ionic species moving through the oxide. The implications of such an approach have been considered most thoroughly by Dignam.47 The present state of the art in the field of ionic conduction modeling needs improvement. The theory should include the following ... [Pg.420]

Parameters of the DC Electronic Conduction Model Based on Hopping Transport"... [Pg.474]

Our data can be used to estimate the effective temperatures reached in each site through comparative rate thermometry, a technique developed for similar use in shock tube chemistry (32). Using the sonochemical kinetic data in combination with the activation parameters recently determined by high temperature gas phase laser pyrolysis (33), the effective temperature of each site can then be calculated (8),(34) the gas phase reaction zone effective temperature is 5200 650°K, and the liquid phase effective temperature is 1900°K. Using a simple thermal conduction model, the liquid reaction zone is estimated to be 200 nm thick and to have a lifetime of less than 2 usee, as shown in Figure 3. [Pg.202]

In most circumstances, performance-based standards are preferred by industry, as such standards tend not to limit innovative solutions or inhibit technological progress. The trend among SDOs and CDOs seems to favor performance-based requirements when feasible and when there is sufficient industry support for them during the development of a particular standard. Development of such requirements, in turn, often requires additional RD D to obtain data and conduct modeling and analysis. The DOE supports RD D needed to determine requirements that are to the extent possible performance-based. [Pg.490]

To examine the fitness of the kinetic model CAER used for study of the water effect, we conducted model discrimination using the kinetic data of 15% Co/Si02 by comparing values of the standard function of mean absolute relative residual (MARR), which is simply defined as... [Pg.37]

Let us return to our discussion of the prediction of ignition time by thermal conduction models. The problem reduces to the prediction of a heat conduction problem for which many have been analytically solved (e.g. see Reference [13]). Therefore, we will not dwell on these multitudinous solutions, especially since more can be generated by finite difference analysis using digital computers and available software. Instead, we will illustrate the basic theory to relatively simple problems to show the exact nature of their solution and its applicability to data. [Pg.171]

For long heating times, eventually at t —> oo, the temperature just reaches Tig. Thus for any heat flux below this critical heat flux for ignition, gig crit, no ignition is possible by the conduction model. The critical flux is given by the steady state condition for Equation... [Pg.174]

Realistic model systems. Some techniques become much more informative if suitable model systems are used. Examples are the thin-film oxides used as conducting model supports, which offer much better opportunities for surface analysis than do technical catalysts. Another example is provided by the non-porous, spherical supports that have successfully been employed in electron microscopy. It is important that the model systems exhibit the same chemistry as the catalyst they represent. [Pg.288]

N. Barsan and U. Weimar. Conduction model of metal oxide gas sensors , Journal of Electroceramics 7 (2001), 143-167. [Pg.116]

To represent the above phenomena, the present simulations consider the fuel droplets to be multicomponent, consisting of a solid high-energy fuel core surrounded by a liquid carrier. For example, cubane has been used as the core material embedded in n-heptane. n-Heptane was chosen because of the availability of experimental data, but in principle any other carrier liquid could be used in the model. An infinite conductivity model is used to account for droplet... [Pg.120]

Thus far, in the alkaloid series discussed, the nitrogen atom has always been part of the core of the alkaloid strucmre, rather than acting in a dipolarophilic manner in the cycloaddition of the carbonyl ylide. Recently, Padwa et al. (117) addressed this deficiency by conducting model studies to synthesize the core of ribasine, an alkaloid containing the indanobenzazepine skeleton with a bridging ether moiety (Scheme 4.57). Padwa found that indeed it was possible to use a C = N 7i-bond as the dipolarophile. In the first generation, a substimted benzylidene imine (219) was added after formation of the putative carbonyl ylide from diazoketone 218. The result was formation of both the endo and exo adduct with the endo adduct favored in an 8 1 ratio. This indicates that the endo transition state was shghtly favored as dictated by symmetry controlled HOMO—LUMO interactions. [Pg.290]

The soliton conductivity model for rrans-(CH) was put forward by Kivelson [115]. It was shown that at low temperature phonon assisted electron hopping between soliton-bound states may be the dominant conduction process in a lightly doped one - dimensional Peierls system such as polyacetylene. The presence of disorder, as represented by a spatially random distribution of charged dopant molecules causes the hopping conduction pathway to be essentially three dimensional. At the photoexitation stage, mainly neutral solitons have to be formed. These solitons maintain the soliton bands. The transport processes have to be hopping ones with a highly expressed dispersive... [Pg.31]

The analysis of polymer processing is reduced to the balance equations, mass or continuity, energy, momentum and species and to some constitutive equations such as viscosity models, thermal conductivity models, etc. Our main interest is to solve this coupled nonlinear system of equations as accurately as possible with the least amount of computational effort. In order to do this, we simplify the geometry, we apply boundary and initial conditions, we make some physical simplifications and finally we chose an appropriate constitutive equations for the problem. At the end, we will arrive at a mathematical formulation for the problem represented by a certain function, say / (x, T, p, u,...), valid for a domain V. Due to the fact that it is impossible to obtain an exact solution over the entire domain, we must introduce discretization, for example, a grid. The grid is just a domain partition, such as points for finite difference methods, or elements for finite elements. Independent of whether the domain is divided into elements or points, the solution of the problem is always reduced to a discreet solution of the problem variables at the points or nodal pointsinxxnodes. The choice of grid, i.e., type of element, number of points or nodes, directly affects the solution of the problem. [Pg.344]

The DC conductivity of single crystals and the pressed powder of the synthesized salts has been measured in the temperature range of 77-300 K by four-contact technique. Table 1 presents the values of specific electrical conductivity at room temperature aRT and of conductivity activation energy A calculated on the basis of resistive measurements at various temperatures. Conductivity models applied for the calculation of the A value in each compound are presented and discussed in the next section. [Pg.322]

Because it is very tedious to measure Tig and kpc directly, it is much more common to determine ignition properties on the basis of an analysis of time-to-ignition data obtained over a range of heat fluxes. The analysis is usually based on a simple heat conduction model, which assumes that the solid is inert (negligible pyrolysis prior to ignition) and thermally thick (heat wave does not reach the back surface prior to ignition). An example of this type of analysis is discussed in Section 14.3.2.3.2. [Pg.360]

In order to conduct model measurements in only one model device, the numerical values of the pi-numbers in question (i.e. the fixation of the operational process point of the system) must be adjusted by the appropriate selection of the numerical values of the process parameters and/or of the model material system. If this is not feasible, then the process characteristic has to be evaluated from model experiments in devices of different scales or the operational process point has to be extrapolated from measurements in differently sized model devices. [Pg.33]

Our consensus is that SSDs are preferable to the standard test species approach when deriving PNECs if there are sufficient laboratory data. However, users must be aware of potential difficulties, including the need for care in the choice of suitable data, in the use of appropriate statistical models, and in the use of AFs. Furthermore, well-conducted model ecosystem studies may provide more ecological realism and less uncertainty than an SSD. [Pg.66]

The growth of barrier layers on Al occurs under conditions where oxide film dissolution is negligible. Film growth has been described quantitatively by a high field conduction model involving transport of both Al3+ cations and O2-or OH anions (90,91). Al3+ cations are transported to the film/electrolyte interface, react with water, and participate in film growth. O2- and OH anions are... [Pg.302]

Whereas there is great optimism around the market opportunity for new study conduct ventures, there is little information to date suggesting that any particular study conduct model holds a competitive advantage. Currently, the SMO marketplace is an immature one. However, the SMO market is poised to drive rapid industry consolidation with more than 40 million in new venture capital and the entrance of large, publicly traded companies. [Pg.456]


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See also in sourсe #XX -- [ Pg.40 ]




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Binary friction conductivity model

Computational fluid dynamics Conductivity model

Conducting Polymers models

Conducting polymers charge transport models

Conducting polymers electrochemical model

Conducting polymers impedance model

Conducting polymers polaron-bipolaron band model

Conducting polymers polaron-bipolaron model

Conducting polymers transmission line model

Conducting spheres model

Conduction Kivelson Model

Conduction Sheng Model

Conduction electrons nearly free electron model

Conduction model

Conductivity Maxwell model

Conductivity effective medium model

Conductivity mechanisms and models in anhydrous protonic conductors

Conductivity models

Conductivity variational model

Conductivity, electronic Anderson model

Early models of extended state conduction

Electronic conduction theory Drude model

Electronic conductivity model

Electronically conducting polymer conductivity models

Fluctuation-induced tunneling conduction model

Gap conductance model

Inclusion models conductivity

Joint conductance model

Mathematical model, conductivity

Membrane conductivity models

Membrane conductivity models binary friction model

Membrane conductivity models dusty fluid model

Mixed conduction model

Model resistor conduction mechanism

Modeling effective thermal conductivity

Modeling, of hopping conductivity

Models of Charge Transport in Conducting Polymers

Models with Any Geometry and Conductivity Distribution

Nucleation Models for Oxidation of Conducting Polymers

Packed bed models of resistivity for conduction probes

Plastic contact conductance model

Polaron-bipolaron model of conducting polymers

Proton conduction pore-scale models

Proton transport pore conductance model

Random Network Model of Membrane Conductivity

Spherical conducting droplet model

The Conduction Layer Model

The Debye Onsager Model for Conductivity

Theoretical models of a.c. conductivity

Thermal conductivity Models

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