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Current flow mechanisms

Similar analysis can be made for other types of materials. Thus, as a generalization, the curvature of a surface causes field intensification, which results in a higher current than that on a flat surface. Although the detailed current flow mechanism can be different for different types of materials under different potentials and illumination conditions, the effect of surface curvature on the field intensification at local areas is the same. The important point is that the order of magnitude for the radius of curvature that can cause a significant effect on field intensification is different for the substrates of different widths of the space charge layer. This is a principle factor that determines the dimensions of the pores. [Pg.187]

Our research was aimed to identify the sources of fluctuations in the dielectric layer prepared by anodic oxidation and to find the method for self-healing kinetics study. Charge carrier transport in thin isolating layer creates excess noise, which is the superposition of 1 /f and G-R noise. It has been observed, that samples with the same DC current have different noise spectral densities. We suppose that DC current is a sum of at least two independent current flow mechanisms, which have not the same noise intensity. [Pg.1825]

Mixed-Wet Systems. At high IFT conditions, oil from oil-filled rock surrounded by water will be expelled from the vertical rock surface and from the top and bottom surfaces in line with a counter-current flow mechanism governed by capillary forces [97]. The imbibition rate and the oil production rate are much faster from a water-wet rock than from a mixed-wet rock. The size of the core is very important for the production profile. For bigger blocks, the oil production plateau will be higher for the mixed-wet case compared to the water-wet case [97], contrary for smaller blocks. The block size in the reservoir may therefore be important, and lab experiments on small sized rock may lead to a too pessimistic recovery estimate [98]. [Pg.240]

Numerous phenomena (e.g., enormous changes in the electronic current flowing, mechanical and chemical changes of the liquid and electrodes and optical phenomenon taking place during... [Pg.278]

Figure 8.4 Potential energy diagram and current flow mechanisms for a forward-biased Schottky... Figure 8.4 Potential energy diagram and current flow mechanisms for a forward-biased Schottky...
In practice, elimination of axial current flow requires relatively fine segmentation, eg, 1—2 cm, between electrodes, which means that a utihty-sized generator contains several hundred electrode pairs. Thus, one of the costs paid for the increased performance is the larger number of components and increased mechanical complexity compared to the two-terrninal Faraday generator. Another cost is incurred by the increased complexity of power collection, in that outputs from several hundred terminals at different potentials must be consoHdated into one set of terminals, either at an inverter or at the power grid. [Pg.416]

Eor one shell and multipass on the tube side, it is obvious that the fluids are not in true counter-current flow (nor co-current). Most exchangers have the shell side flowing through the unit as in Eigure 10-29C (although some designs have no more than two shell-side passes as in Eig-ures 10-IJ and 10-22, and the tube side fluid may make two or more passes as in Eigure 10-IJ) however, more than two passes complicates the mechanical construction. [Pg.55]

F = Correction factor to LMTD for counter-current flow for various mechanical pass configurations, see Figures lO-SfA-J. [Pg.72]

The oil enmeshes in the tail, as shown in Figure 4-480, and provides a mechanical barrier to attack of the aqueous corrodents on the base metal. The oily film also increases the resistance to corrosion current flow and, thus, stifles the rate of corrosion. An advantage of using organic film-forming inhibitors... [Pg.1328]

Since the rate of movement is controlled by the rate of the electrochemical reaction, when we oxidize or reduce the conductins polymer of the device at constant current, we will have a uniform movement with perfect control of the movement rate the movement is stopped by stopping the current flow the movement is reversed by reversing the direction of the current flow. By doubling the current density, we obtain a movement rate that is twice the previous one. Rates and mechanical energy are proportional to the current consumed per mass unit (Fig. 25). [Pg.354]

Under realistic conditions a balance is secured during current flow because of additional mechanisms of mass transport in the electrolyte diffusion and convection. The initial inbalance between the rates of migration and reaction brings about a change in component concentrations next to the electrode surfaces, and thus gives rise to concentration gradients. As a result, a diffusion flux develops for each component. Moreover, in liquid electrolytes, hydrodynamic flows bringing about convective fluxes Ji j of the dissolved reaction components will almost always arise. [Pg.20]

The conductivity of solid salts and oxides was first investigated by M. Faraday in 1833. It was not yet known at that time that the nature of conduction in solid salts is different from that in metals. A number of fundamental studies were performed between 1914 and 1927 by Carl Tubandt in Germany and from 1923 onward by Abram Ioffe and co-workers in Russia. These studies demonstrated that a mechanism of ionic migration in the lattice over macroscopic distances is involved. It was shown that during current flow in such a solid electrolyte, electrochemical changes obeying Faraday s laws occur at the metal-electrolyte interface. [Pg.134]

This book seeks essentially to provide a rigorous, yet lucid and comprehensible outline of the basic concepts (phenomena, processes, and laws) that form the subject matter of modem theoretical and applied electrochemistry. Particular attention is given to electrochemical problems of fundamental significance, yet those often treated in an obscure or even incorrect way in monographs and texts. Among these problems are some, that appear elementary at first glance, such as the mechanism of current flow in electrolyte solutions, the nature of electrode potentials, and the values of the transport numbers in diffusion layers. [Pg.739]

When two objects made of different metals or alloys are in contact with each other in the presence of an electrolyte (a medium that provides a transport mechanism), an electric current flows between them. The direction of the current s flow is determined by the electrochemical potential of the metals in contact the baser metal, having the higher electrochemical potential value, will be preferentially corroded, whereas the one having the lower electrochemical potential is more passive and will remain... [Pg.217]

An alternative method to position two electrodes at nanometer distances apart is the mechanically-controlled, break junction (MCBJ) technique. An ultra-thin, notched Au wire on a flexible substrate can be broken reliably by pushing on the Au with a piezoelectric piston, cracking the Au (Fig. 4). This produces a gap between the Au shards whose size can be finely varied to 1 A by a piston or control rod [46, 47]. When UE molecules with thiol groups on both ends are present in a surrounding solution, the gap can be adjusted until the molecules can span it. A dilute solution means the number of spanning molecules will be small, and the least-common-multiple of current flow among many junctions indicates those spanned by a single molecule [47]. [Pg.47]

There is a close similarity with planar electromagnetic cavities (H.-J. Stockmann, 1999). The basic equations take the same form and, in particular, the Poynting vector is the analog of the quantum mechanical current. It is therefore possible to experimentally observe currents, nodal points and streamlines in microwave billiards (M. Barth et.al., 2002 Y.-H. Kim et.al., 2003). The microwave measurements have confirmed many of the predictions of the random Gaussian wave fields described above. For example wave function statistics, current flow and... [Pg.72]


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See also in sourсe #XX -- [ Pg.392 ]




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