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Insulator conductivity

There is a third real reason for deviations from Eq. (5.18) in the case that a non-conductive insulating product layer is built via a catalytic reaction on the catalyst electrode surface (e.g. an insulating carbonaceous or oxidic layer). This is manifest by the fact that C2H4 oxidation under fuel-rich conditions has been found to cause deviations from Eq. (5.18) while H2 oxidation does not. A non-conducting layer can store electric charge and thus the basic Eq. 5.29 (which is equivalent to Eq. (5.18)) breaks down. [Pg.228]

The film can then be reduced to the non-conducting, insulating form by stepping the potential to more negative values, according to Scheme 3.10. [Pg.333]

Aerospace and Technologies Corporation use carbon fiber to improve the weight and size of other more bulky heat transfer devices, while maintaining suitable thermal conductivity. Insulated carbon fiber can also be shaped and bent to fit the area involved while meeting the heat transfer requirements. [Pg.233]

The nature of the electronic conductivity (insulator, semiconductor, metallic conductor) and band gap values are obtained from the band structure of the solid. For example, a recent paper by Erhart et alP used DFT -t U calculations to investigate the band gap of indium oxide. Optical measurements suggested an indirect band gap around 1 eV less than the direct band gap at F, however they concluded that this observation could not be explained on the basis of the band structure of the defect free solid. [Pg.132]

All the above derivations of Lifshitz continuum approach are valid when the materials are electrically non-conductive (insulating), and the interacting surfaces are farther apart than molecular dimensions (D a). However, if we consider conductive materials such as metals, their static e= °° and Equations (566) and (567) are not valid. For this case, it is possible to approximate the metal dielectric constant as... [Pg.267]

Let the solar flux decay as q = q e YX in a solar pond (or a liquid layer) of thickness l [Fig. 2.17(a)]. The lower surface of the pond is conductively insulated but radiatively transparent, while its upper surface loses heat to the ambient with a heat transfer coefficient h. The entire system is at temperature Tx in the absence of solar flux, (a) We wish to determine the steady temperature of the pond, (b) What would happen to this temperature if the lower surface were radiatively opaque (c) Find the difference between the bottom surface temperature corresponding to parts (a) and (b). [Pg.65]

For the radiatively transparent but conductively insulated bottom surface,... [Pg.67]

The sample is prepared appropriately for STM and mounted on the sample stage. Obviously, for a current to occur the substrate being scanned must be conductive. Insulators cannot be scanned through the STM. [Pg.136]

Polypyrrole for its great ability to be in situ synthesised leading to conducting-insulating polymer blends. [Pg.411]

In the case of Polypyrrole, the large number of different syntheses given in the literature, leads to the selection of manufacturing processes of some interesting conducting-insulating polymer blends. Therefore, we developed several techniques in order to make the requested blends, of controlled conductivity. The techniques are presented in the following discussions ... [Pg.412]

It has already been remarked that when the hole concentration approaches the electron concentration as in a near-intrinsic semiconductor or a photo-conductive insulator, the diffusion length is no longer the minority-carrier dilfusion length Lp = ylDpXp, but rather an ambipolar or effective L. In this section we wish to show the relationship of the measured Lq to the minority-carrier diffusion length Lp in the context of a material with the photocon-ductive properties of undoped a-Si H. [Pg.249]

Electronic conductivity Insulating, semiconducting Semiconducting, metallic... [Pg.226]

It is therefore possible to state that a full response is obtained for the films whose total thickness L is equal to or greater than the thickness of the space charge. The physical reasons supporting this conclusion are the same as those operating on the dependence of the interfacial potential on the thickness of hydrated layer of weakly conducting insulators [52]. There could be several reasons for the existence of the space charge, the major one being the low specific conductivity of the EP layer. [Pg.329]

Galvanic couples. Contact between aluminium clad fuel assemblies and dissimilar metal storage racks or hangers should be avoided. Aluminium storage racks should be used or non-conducting insulators provided whenever... [Pg.58]

Monitoring of CO2 and humidity levels at a conducting-insulating polymer composite, important in the area of greenhouse gases, is reported in Chapter 7 of this volume. [Pg.9]


See other pages where Insulator conductivity is mentioned: [Pg.763]    [Pg.89]    [Pg.238]    [Pg.95]    [Pg.756]    [Pg.588]    [Pg.15]    [Pg.14]    [Pg.17]    [Pg.135]    [Pg.46]    [Pg.587]    [Pg.257]    [Pg.755]    [Pg.106]    [Pg.26]    [Pg.68]    [Pg.68]    [Pg.237]    [Pg.114]    [Pg.715]    [Pg.767]    [Pg.5461]    [Pg.228]    [Pg.141]    [Pg.367]    [Pg.5]    [Pg.209]    [Pg.274]   
See also in sourсe #XX -- [ Pg.223 , Pg.224 ]




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Electrical insulators thermal conductivity

Electronic Conduction in Insulator

Electronic conductivity Mott insulators

Electronic conductivity insulators

Electronic conductivity metal-insulator transitions

Extrinsic Defects in Insulators Ionic Conductivity

Heat Conduction in an Insulated Bar

Heat conduction in an insulated

Insulation materials, thermal conduction

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Insulations, thermal conductivity

Insulators thermal conductivity

Insulators, electrical conductivities

Polythiophene/insulating polymer composites conductivity

Polythiophene/insulating polymer composites electrical conductivity

Thermal Conductivities of Insulating Materials at High Temperatures

Thermal Conductivities of Insulating Materials at Low Temperatures (Grober)

Thermal Conductivities of Insulating Materials at Moderate Temperatures (Nusselt)

Thermal Conductivities of Insulating Materials at oderate Temperatures (Nusselt)

Thermal Conductivities of Some Building and Insulating aterials

Thermal Conductivities of Some Materials for Refrigeration and Building Insulation

Thermal Conductivity of Ceramics and Other Insulating Materials

Thermal conductivity insulating materials

Thermal conductivity insulation design

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