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Electrical work without transport

Fig. 6.44. A thought experiment for the definition of the chemical potential p. An uncharged solution without an oriented-dipole layer on its surface is taken. The work done to transport a unit of positive test charge from infinity into the interior of the phase is the chemical potential p of the phase. The electrical work = xy + x is zero because there is no charge and no oriented-dipole layer on the surface of the solution. Fig. 6.44. A thought experiment for the definition of the chemical potential p. An uncharged solution without an oriented-dipole layer on its surface is taken. The work done to transport a unit of positive test charge from infinity into the interior of the phase is the chemical potential p of the phase. The electrical work = xy + x is zero because there is no charge and no oriented-dipole layer on the surface of the solution.
It will be observed that the process which actually takes place m a concentration cell, either with or without transport, and which gives rise to the e m f, is the tendency of the two solutions to become equal in concentration. If instead of transferring solute from one solution to the other we were to transfer solvent by isothermal distillation from, weak to strong, the same equalisation of concentration could be obviously brought about If we could evaluate the expression for this isothermal distillation work, we could equate it to the electrical work, for if We pass from one equilibnum stage to another by any reversible... [Pg.162]

The procedure may well be explained using the fault tree of Fig. 9.8, which is based on Example 9.3. It deals with the analysis of a system which consists of two electrical pumps, each of which can be blocked on the pressure side by a valve. The task of the system is to transport a fluid. It suffices if one of the two pumps can work without obstruction (system design 2 x 1(X) %, loo2, one-out-of-two redundancy). This is the success criterion. [Pg.317]

Simple thermal pyrolysis of lignocellulosics with or without additives has been reviewed by several authors (15-17). In contrast to microwave pyrolysis, reasonably extensive conventional pyrolysis product characterization has been conducted for certain types of biomass (15-25) and some of these results will be compared to those cited here. To these authors knowledge, no single study on microwave pyrolysis (plasma or di-electric loss mode) has identified the components of all product fractions nor their relative amounts work reported here has been extended by others (43,44) to include pyrolysis studies of biomass fractions and other types of biomass with the emphasis on detailed product characterization, formation kinetics, and effect of transport rates. [Pg.296]

Extrinsic degradation is attributed to chemical reactions of the active materials with its environment. The most common cause of degradation is the contact with oxygen and water in the presence of light, which leads to a rapid decrease of performance of the diodes, resulting from a modification of the structure of the active material, which is furthermore accelerated by electrical stress. The degradation onset corresponds to a formation of dark spots [33], which are nonemis-sive areas of the device surface. Most of the devices should therefore be protected by an encapsulation to prevent the contact with ambient air. A properly protected encapsulated diode will not develop chemical reactions that affect its lifetime. An alternative approach is the use of metal oxide layers combined with high work function and air-stable metals such as A1 or Au to replace the usual transport layers (PEDOTPSS or LiF) to fabricate diodes that can be used without encapsulation [34]. [Pg.440]


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