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Mean Current

Figure 37. Transform of electrochemical information. J, total current a>, mean current density je local current density A, surface area. Figure 37. Transform of electrochemical information. J, total current a>, mean current density je local current density A, surface area.
The shape of the probability density function, depends on the system. Some examples are shown in Fig. 4-4. This figure also contains probability density of age (see Section 4.2.3). Figure 4-4a might correspond to a lake with inlet and outlet on opposite sides of the lake. Most water molecules will then have a residence time in the lake roughly equal to the time it takes for the mean current to carry the water from the... [Pg.64]

Total transport by the surface currents varies greatly and reflects the mean currents and cross-sectional area. Some representative examples will illustrate the scale. The transport around... [Pg.237]

This equation is analogous to Eq. (5.4.18) or (5.4.19) for the steady-state current density, although the instantaneous current depends on time. Thus, the results for a stationary polarization curve (Eqs (5.4.18) to (5.4.32)) can also be used as a satisfactory approximation even for electrolysis with the dropping mercury electrode, where the mean current must be considered... [Pg.308]

To determine the contribution of BK channels to this mixed outward current, the portion of the current that was sensitive to the BK channel blocker tetraethylammonium (TEA+) was measured (see Nelson Quayle 1995). TEA+ was applied at a concentration (1 mM) which should have very little effect on Ky currents. BK current was found by subtracting the current in the presence of TEA"1" from the control current. Similar results were seen when BK channels were blocked with the highly selective peptide inhibitor of BK channels iberiotoxin (200 nM) (Galvez et al 1990). To ensure that Ky channels did not significantly contribute to the current attributed to BK channels, a subset of experiments were performed in which iberiotoxin (200 nM) was applied to block BK channels, followed by TEA+ (1 mM) in the continued presence of iberiotoxin. The mean current was reduced by iberiotoxin (200 nM). In the continued presence of iberiotoxin, TEA+ application was without further effect. Thus, 1 mM TEA+ appears to be a selective blocker of BK channels in UBSM. [Pg.198]

Figure 4.20 A polarographic titration curve. A polarogram has oscillations about a mean current-voltage curve owing to the regularly changing area of the mercury drop. Figure 4.20 A polarographic titration curve. A polarogram has oscillations about a mean current-voltage curve owing to the regularly changing area of the mercury drop.
In region I, polymerization may be initiated by ion bombardment and the deposition rate may be propotional to the number of ions (27). In this study, the discharge current was almost constant in the discharge frequency region from 50 Hz to 200 KHz. If the effective discharge current is I and the shape of discharge current wave is sinusoidal, the mean current which will flow to either electrode may be calculated by the following equation ... [Pg.330]

The important point is that capacitors will, therefore, allow the flow of AC in preference to DC. Because there is less time for current to decay in a high-frequency AC circuit before the polarity reverses, the mean current flow is greater. The acronym CLiFF may help to remind you that capacitors act as low-frequency filters in that they tend to oppose the flow of low frequency or DC. [Pg.43]

Graphs show how capacitors alter current flow within a circuit. The points to demonstrate are that DC decays rapidly to zero and that the mean current flow is less in a low-frequency AC circuit than in a high-frequency one. [Pg.43]

Base this curve on the previous diagram and imagine a slowly cycling AC waveform in the circuit. When current flow is positive, the capacitor acts as it did in the DC circuit. When the current flow reverses polarity the capacitor generates a curve that is inverted in relation to the first. The mean current flow is low as current dies away exponentially when passing through the capacitor. [Pg.44]

Measurement of current. In order to measure a current, we must use an ammeter, or any device capable of acting as an ammeter. (Remember the root amm- will always mean current here.)... [Pg.15]

Figure 632 Illustration of polarographic current maxima, where the continuous line is the correct, undistorted polarograph (drawn as the mean current, i.e. without the sawtoothed effect of drop replenishment), and the dashed and dotted lines represent current maxima of the first and second kinds, respectively. Figure 632 Illustration of polarographic current maxima, where the continuous line is the correct, undistorted polarograph (drawn as the mean current, i.e. without the sawtoothed effect of drop replenishment), and the dashed and dotted lines represent current maxima of the first and second kinds, respectively.
In a nonequilibrium steady state, the entropy production is the sum of the affinities multiplied by the mean currents ... [Pg.124]

On the other hand, we can introduce the generating function of the mean currents and their statistical moments as... [Pg.126]

In nonequilibrium steady states, the mean currents crossing the system depend on the nonequilibrium constraints given by the affinities or thermodynamic forces which vanish at equihbrium. Accordingly, the mean currents can be expanded in powers of the affinities around the equilibrium state. Many nonequilibrium processes are in the linear regime studied since Onsager classical work [7]. However, chemical reactions are known to involve the nonlinear regime. This is also the case for nanosystems such as the molecular motors as recently shown [66]. In the nonlinear regime, the mean currents depend on powers of the affinities so that it is necessary to consider the full Taylor expansion of the currents on the affinities ... [Pg.126]

The branch of science related to the study of deformation and flow of materials was given the name rheology by Bingham, whom some call the father of modern rheology. The prefix rheo is derived from the Greek rheos, meaning current of flow. The study of rheology includes two vastly different branches of mechanics—fluid and solid. The polymer scientist is usually concerned with viscoelastic materials that act as both solids and liquids. [Pg.459]

In a polarographic experiment, a potential difference E is applied across the cell consisting of the dropping-mercury electrode and a nonpolarizable interface (e.g., a calomel electrode). In response to this potential difference, a current density i flows across the drop/solution interface. As each drop grows and falls, however, the surface area of the drop also grows, and then becomes effectively zero when the drop falls. Thus, the instantaneous current (current density times surface area) shows fluctuations, but the mean current is a unique function of the potential difference across the drop/solution interface, and therefore of that across the cell. [Pg.521]

The relationship between the mean current and the potential (Fig. 7.99) will now be derived. Suppose that at the drop/solution interface, an electronation reaction A + ne —> D is driven by the imposition of a constant potential, E. The reaction results in the depletion of A in the interfacial region, and therefore in the diffusion of A toward the drop/solution interface. Let it be assumed that the species D produced by the... [Pg.521]

Let us consider a semiconductor electrode, at which a redox reaction of type (1) occurs. Electrons of both the conduction band and valence band may take part in the electrode process. As a result, the reversible reaction considered is characterized by four different types of electron transitions (see Fig. 6a). Transitions in which electrons leave the semiconductor and holes come in contribute to the cathodic current, and those where electrons come in and holes escape contribute to the anodic current. Thus, the resultant current is a sum of four currents i p, i >p (when referring to currents we shall always mean current densities). [Pg.271]

Figure 22.9 Horizontal growth and movement of a tracer patch under the influence of turbulent currents. While the mean currents move the patch as a whole (represented by the center of mass black dots), the turbulent components increase the size of the patch. Usually, the spreading is faster in the direction of the mean current. Therefore, the patch develops approximately into an ellipse with major and minor principle axes, Omil and ami. From Peeters et al. (1996). Figure 22.9 Horizontal growth and movement of a tracer patch under the influence of turbulent currents. While the mean currents move the patch as a whole (represented by the center of mass black dots), the turbulent components increase the size of the patch. Usually, the spreading is faster in the direction of the mean current. Therefore, the patch develops approximately into an ellipse with major and minor principle axes, Omil and ami. From Peeters et al. (1996).
Fig. 21. Arrangement of 15 specimens in Fig. 20 in the original sheet Signs indicate polarity of pyroelectric current (or +) means current first positive then negative (or vice versa). Reproduced from Furukawa and others [J. Appl. Polymer Sci. 12, 2675 (1968)] by permission of John Wiley Sons, Inc. Fig. 21. Arrangement of 15 specimens in Fig. 20 in the original sheet Signs indicate polarity of pyroelectric current (or +) means current first positive then negative (or vice versa). Reproduced from Furukawa and others [J. Appl. Polymer Sci. 12, 2675 (1968)] by permission of John Wiley Sons, Inc.
The differential form of eqn. (7) expresses the relation between the rate of an electrode reaction and the mean current density, j... [Pg.6]

Because of the heterogeneous nature of the electrode processes, the mean current density is related to the total current flowing through the electrode interface... [Pg.6]

The current A/F, represented by eqn. (50) or eqn. (52), will be a descending function of time, as is shown in Fig. 10. Clearly, this response signal will be superimposed on the mean current jF, which itself may be a function of time. Separation of the two currents by a measuring device... [Pg.238]

If the conductivity does not depend on frequency, then in accord with Ohm s law the mean current density is (Je) = c>E. Generalization for a = cr(a>) yields... [Pg.292]

Calculated using the reported mean current adipose tissue 2,3,7,8-TCDD level of 296 ng/kg, half-life of 8.5 years (Michalek et al. 1996), background 2,3,7,8-TCDD concentration of 5 ng/kg lipid, and 1-33 years of elapsed time. [Pg.44]

Coupling Agency and Mean Current /nA -Benzoquinone Glutaraldehyde... [Pg.109]


See other pages where Mean Current is mentioned: [Pg.124]    [Pg.279]    [Pg.333]    [Pg.84]    [Pg.384]    [Pg.485]    [Pg.155]    [Pg.114]    [Pg.124]    [Pg.289]    [Pg.145]    [Pg.145]    [Pg.46]    [Pg.926]    [Pg.77]    [Pg.225]    [Pg.16]    [Pg.96]    [Pg.23]    [Pg.44]    [Pg.44]    [Pg.109]    [Pg.165]    [Pg.454]   
See also in sourсe #XX -- [ Pg.43 ]




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