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Current components

One can thus easily obtain the significance of the factor 6 to represent the status of the most affected winding of the motor in the event of a voltage unbalance resulting in a negative sequence current component. For more clarity, consider equations (12.4) and (12.6) to ascertain the similarity in both these equations. Since both must represent the maximum heating effect... [Pg.279]

The generation of an asymmetrical current on an a.c. system, leads to the inference that a short-circuit condition will give rise to a d.c. component due to a shift in its zero axis. During the sub-transient state the value of the asymmetrical current will be the phasor sum of the symmetrical /sc and the asymmetrical current components. For details refer to Section 14.3.6. [Pg.362]

In an alternating current system the voltage and current components travel in the shape of a sinusoidal waveform (Figure 17.9) and oscillate through their natural zeros, 100 times a second for a 50 Hz system. [Pg.565]

A high frequeney eapaeitor eould also be plaeed in parallel with the larger eapaeitors. This is beeause the aluminum eleetrolytie and tantalum eapaeitors eannot absorb the very high frequency current components being presented to them. A. 01 or. 1 pF ceramic capacitor is well suited for this purpose. [Pg.63]

The boundary conditions are given by specifying the panicle currents at the boundaries. Holes can be injected into the polymer by thermionic emission and tunneling [32]. Holes in the polymer at the contact interface can also fall bach into the metal, a process usually called interlace recombination. Interface recombination is the time-reversed process of thermionic emission. At thermodynamic equilibrium the rates for these two time-reversed processes are the same by detailed balance. Thus, there are three current components to the hole current at a contact thermionic emission, a backflowing interface recombination current that is the time-reversed process of thermionic emission, and tunneling. Specifically, lake the contact at Jt=0 as the hole injecting contact and consider the hole current density at this contact. [Pg.186]

Tlie lower panel of Figure 11-10 shows results for a device with an Al contact where the barrier has been increased to 1.1 eV. All current components are strongly reduced by the larger energy barrier and it is necessary to go to a much... [Pg.188]

When E = Eeq, no net current is flowing. This situation, however, is dynamic, with continuous movement of charge carriers in both directions, and equal opposing anodic and cathodic current components. The absolute magnitude of these compo-... [Pg.13]

The net current flowing at the equilibrium potential is zero, yet this is a dynamic situation with equal opposing cathodic and anodic current components (whose absolute value is i0). Suggest an experimental route for estimating the value of... [Pg.27]

The detection of the AC component allows one to separate the contributions of the faradaic and charging currents. The former is phase shifted 45° relative to the applied sinusoidal potential, while the background component is 90° out of phase. The charging current is thus rejected using a phase-sensitive lock-in amplifier (able to separate the in-phase and out-of-phase current components). As a result, reversible electrode reactions yield a detection limit around 5 x 10 7m. [Pg.75]

Figure 45. Semilog plot of the pit-growth current, J vs. V = 50 mV, [NiCU = 5 mol in 3, (NaCIJ = 1000 mol m 3. T=300 K, J0 is the current component shown in Eq. (Ill), which becomes unstable at the minimum state and Iq is the growth factor of the pits expressed by Eq. (112). (Reprinted from M. Asanuma and R. Aogaki, Nonequilibrium fluctuation theory on pitting dissolution. III. Experimental examinations on critical fluctuation and its growth process in nickel dissolution, J. Chem. Phys. 106,9944, 1997, Fig. 14. Copyright 1997, American Institute of Physics.)... Figure 45. Semilog plot of the pit-growth current, J vs. V = 50 mV, [NiCU = 5 mol in 3, (NaCIJ = 1000 mol m 3. T=300 K, J0 is the current component shown in Eq. (Ill), which becomes unstable at the minimum state and Iq is the growth factor of the pits expressed by Eq. (112). (Reprinted from M. Asanuma and R. Aogaki, Nonequilibrium fluctuation theory on pitting dissolution. III. Experimental examinations on critical fluctuation and its growth process in nickel dissolution, J. Chem. Phys. 106,9944, 1997, Fig. 14. Copyright 1997, American Institute of Physics.)...
AE having the same frequency and an amphtude AE are the response. Sometimes alternating potential components are apphed, and the resulting alternating current component is measured, hi aU cases the potential changes are small in amphtude (< 10 mV). [Pg.208]

Further, if within the electrical circuit the ohmic resistance R can be neglected, the ic wave leads to the potential by 90°, as is known, which means that shows a positive 7t/2 phase angle shift ( between tt/2 and zero. Our main objective in AC polarography, however, is the faradaic current, so a separating condenser is placed between the amplifier and normal resistor in order to filter out the d.c. current and to evaluate the ac current component. As we want to understand the relationship between idc(i ) and iac(i ) as a function of Edc and Eac applied, we may consider Fig. 3.41(a) and (b). [Pg.165]

Figure 5-6 The Area that Is Sought to Be Minimized by the High-frequency Current Components... [Pg.134]

We did it somehow, almost strangulating ourselves in the process. Now when I look back at this incident, I wonder why we didn t place a ceramic decoupling capacitor close to the switch, as shown in the lower half of the figure. The bulk capacitor could have successfully managed to provide the low-frequency current components, whereas the high-frequency capacitor could have really decreased the effective loop area in which the high-frequency components were circulating. [Pg.167]

Figure 10-12 Variations of Inductor Current Components for DC-DC Converters... Figure 10-12 Variations of Inductor Current Components for DC-DC Converters...
Otis, T. S. and Kavanaugh, M. R (2000) Isolation of current components and partial reaction cycles in the glial glutamate transporter EAAT2 J. Neurosci. 20,2749-2757. [Pg.158]

Davis et. al. (64) have calculated the steady-state thin-layer current component for a series of electrode geometries. In their derivation, these authors have assumed that the flux between the electrodes is one-dimensional (perpendicular to the plane). Particularly relevant to the STM geometry are the equations for the current in a conical electrode/planar electrode TLC, Icon, and those for a hemispherical electrode/planar electrode TLC, Xhsph (64> ... [Pg.182]

Among current component technologies, CORBA technology is described at the OMG Web site [CORBA] COM at Microsoft s Web site [COM] and JavaBeans at the Java-Beans Web site [EJB],... [Pg.729]

Figure 27. Current components at the tips of main pores and side pores. Figure 27. Current components at the tips of main pores and side pores.
Background currents are current components not related to the FT of substrates or products, but rather to impurities... [Pg.15]

Fig. 2.68 Square-wave voltammogram of 5 x 10 mol/L SUDAN III solution recorded in a Ixuate buffer at pH = 10. The experimental conditions are itacc = —0.2 V, = 30 s, = 30 mV, / = 100 Hz and ML = 4 mV. Symbols 4, 4, and /net correspond to the cathodic, anodic and net current components of the SW response (reprinted from [91] Croat Chem Acta 76 37)... Fig. 2.68 Square-wave voltammogram of 5 x 10 mol/L SUDAN III solution recorded in a Ixuate buffer at pH = 10. The experimental conditions are itacc = —0.2 V, = 30 s, = 30 mV, / = 100 Hz and ML = 4 mV. Symbols 4, 4, and /net correspond to the cathodic, anodic and net current components of the SW response (reprinted from [91] Croat Chem Acta 76 37)...
The voltammetric features of a reversible reaction are mainly controlled by the thickness parameter A = The dimensionless net peak current depends sigmoidally on log(A), within the interval —0.2 < log(A) <0.1 the dimensionless net peak current increases linearly with A. For log(A )< —0.5 the diSusion exhibits no effect to the response, and the behavior of the system is similar to the surface electrode reaction (Sect. 2.5.1), whereas for log(A) > 0.2, the thickness of the layer is larger than the diffusion layer and the reaction occurs under semi-infinite diffusion conditions. In Fig. 2.93 is shown the typical voltammetric response of a reversible reaction in a film having a thickness parameter A = 0.632, which corresponds to L = 2 pm, / = 100 Hz, and Z) = 1 x 10 cm s . Both the forward and backward components of the response are bell-shaped curves. On the contrary, for a reversible reaction imder semi-infinite diffusion condition, the current components have the common non-zero hmiting current (see Figs. 2.1 and 2.5). Furthermore, the peak potentials as well as the absolute values of peak currents of both the forward and backward components are virtually identical. The relationship between the real net peak current and the frequency depends on the thickness of the film. For Z, > 10 pm and D= x 10 cm s tlie real net peak current depends linearly on the square-root of the frequency, over the frequency interval from 10 to 1000 Hz, whereas for L <2 pm the dependence deviates from linearity. The peak current ratio of the forward and backward components is sensitive to the frequency. For instance, it varies from 1.19 to 1.45 over the frequency interval 10 < //Hz < 1000, which is valid for Z < 10 pm and Z) = 1 x 10 cm s It is important to emphasize that the frequency has no influence upon the peak potential of all components of the response and their values are virtually identical with the formal potential of the redox system. [Pg.133]

Fig. 3.6 Cathodic SWV curves for three quinone dyes and pigments lawson (1, a quasireversible process), alizarin lake (2, a reversible process) and cochineal red (3, a quasireversible process). Scans from open-circuit potential toward negative potentials. Insets the net, forward and backward current components are shown for alizarin lake and cochineal red (reprinted from [186] with permission)... Fig. 3.6 Cathodic SWV curves for three quinone dyes and pigments lawson (1, a quasireversible process), alizarin lake (2, a reversible process) and cochineal red (3, a quasireversible process). Scans from open-circuit potential toward negative potentials. Insets the net, forward and backward current components are shown for alizarin lake and cochineal red (reprinted from [186] with permission)...

See other pages where Current components is mentioned: [Pg.107]    [Pg.277]    [Pg.296]    [Pg.320]    [Pg.619]    [Pg.733]    [Pg.774]    [Pg.689]    [Pg.234]    [Pg.188]    [Pg.188]    [Pg.13]    [Pg.286]    [Pg.398]    [Pg.161]    [Pg.235]    [Pg.176]    [Pg.41]    [Pg.182]    [Pg.193]    [Pg.63]    [Pg.179]    [Pg.691]    [Pg.7]   
See also in sourсe #XX -- [ Pg.7 ]

See also in sourсe #XX -- [ Pg.52 ]

See also in sourсe #XX -- [ Pg.7 ]




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Backward current component

Forward current component

Forward current component Frequency

How to Obtain the Actual Current Components

Impressed current system components

Square-wave amplitude current components

The components of an impressed current cathodic protection system

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