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Cells actual potential

When current is flowing, the actual cell operating potential is given by ... [Pg.2410]

Graphs of operating potential versus current density are called polarization curves, which reflect the degree of perfection that any particular fuel cell technology has attained. High cell operating potentials are the result of many years of materials optimization. Actual polarization curves will be shown below for several types of fuel cell. [Pg.2410]

This is a quantitative problem, so we follow the standard strategy. The problem asks about an actual potential under nonstandard conditions. Before we determine the potential, we must visualize the electrochemical cell and determine the balanced chemical reaction. The half-reactions are given in the problem. To obtain the balanced equation, reverse the direction of the reduction half-reaction with the... [Pg.1394]

Ans. The Daniell cell has a standard potential of 1.10V, as calculated in Example 14.5. The Nernst equation is used to calculate the actual potential. [Pg.235]

Nernst equation an equation to calculate the actual potential of a cell in which the concentrations or pressures differ from 1.00 M or 1.00 atm. [Pg.357]

There is compelling evidence that reducing agent oxidation and metal ion reduction are, more often than not, interdependent reactions. Nonetheless, virtually all established mechanisms of the electroless deposition fail to take into account this reaction interdependence. An alternative explanation is that the potentials applied in the partial solution cell studies are different to those measured in the full electroless solution studies. Notwithstanding some differences in the actual potentials at the inner Helmholtz plane in the full solution relative to the partial solutions, it is hard to see how this could be a universal reason for the difference in rates of deposition measured in both types of solution. [Pg.269]

Several ILs, particularly those capable of modulating transformed cell growth, as well as those exhibiting immunostimulatory properties, enjoy significant clinical interest. As with other cytokines, the advent of recombinant DNA technology facilitates production of these molecules in quantities sufficient to meet actual/potential medical needs. [Pg.224]

The actual potential for the reduction half-reaction is less than the standard potential (1.23 V) because the water droplet is not 1 M in H+ ions. (In fact, the water is only slightly acidic because the main source of H+ ions is the reaction of water with dissolved atmospheric carbon dioxide.) Even at pH 7, however, the potential for the reduction half-reaction is 0.81 V, which means that the cell potential is highly positive, indicative of a spontaneous reaction. [Pg.791]

It has been shown (Section 13.3.1), that in an electrochemical energy converter, the maximum cell potential is the value Vg obtainable when the reaction in the cell is electrically balanced out to equilibrium, i.e., when no current is being drawn from the cell. As soon as the cell drives a current through the external circuit, the cellpotential falls from the equilibrium value Ve to V. The value of the actual potential V at which the cell works when delivering a current i is always less than the equilibrium potential Vg. Hence, one has from Eq. (13.8)... [Pg.285]

Electrical synapses, in which two cells actually touch, allow the action potential to pass directly from one membrane to the next. They are very fast, but are quite rare, found only in the heart and the eye. [Pg.257]

Although we can never actually realize the maximum work from a cell reaction, its value is still useful for evaluating the efficiency of a real process based on the cell reaction. For example, suppose a certain galvanic cell has a maximum potential of 2.50 V. In a particular experiment 1.33 moles of electrons passes through this cell at an average actual potential of 2.10 V. The actual work done is... [Pg.472]

Consider now the effect of uncompensated iR on the shape of the potentiostatic transients. This was shown in Fig. 6D. The point to remember is that although the potentiostat may put out an excellent step function - one with a rise time that is very short compared to the time of the transient measured - the actual potential applied to the interphase changes during the whole transient, as the current changes with time (cf. Section 10.2). This effect is not taken into account in the boundary conditions used to solve the diffusion equation, and the solution obtained is, therefore, not valid. The resulting error depends on the value of R, and it is very important to minimize this resis-tance, by proper cell design and by electronic iR compensation. [Pg.517]

As anticipated in Sect. 3.1, when a current is drawn from a fuel cell, the actual potential is always lower than its equilibrium value °. Then the variation of the actual potential with the current, when an electric load is applied to the cell, is the main factor affecting its actual efficiency. The relationship between cell potential and current is described by the so-called polarization curve. [Pg.88]

When making actual intracellular measurements, the microelectrodes are mounted in micromanipulators for cell penetration. It has been found that beveling the tip of the micropipet ISE aids in the ability to enter the cell and also enables the fabrication of electrodes with smaller tip diameters of O.I (im. Once inside the cell, single-barrel liquid membrane micro-ISEs (as described above) allow for the measurement of only steady-state ion activities. For excitable cells, where ion levels change rapidly, one cannot differentiate the potential changes resulting from variations in the intracellular activity of a specific ion and the living cell membrane potential. For such situations, double-barrel-type liquid membrane micro-ISEs have been developed (K2). [Pg.30]


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See also in sourсe #XX -- [ Pg.272 ]




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