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End capacitance cell

Figure 5 Simplified drawings of sample cells (a) open coaxial line cell (b) lumped capacitance cell (c) end capacitance cell. Figure 5 Simplified drawings of sample cells (a) open coaxial line cell (b) lumped capacitance cell (c) end capacitance cell.
Figure 3. Simplified schematic drawings of dielectric sample cells for reflection measurements, (a) Lumped capacitance cell, (b) End capacitance cell, (c) Open coaxial line cell, (d) Coaxial line cell with 50 ohm termination. Bottom sections in all cases are 50 ohm 7 mm precision coaxial lines. Figure 3. Simplified schematic drawings of dielectric sample cells for reflection measurements, (a) Lumped capacitance cell, (b) End capacitance cell, (c) Open coaxial line cell, (d) Coaxial line cell with 50 ohm termination. Bottom sections in all cases are 50 ohm 7 mm precision coaxial lines.
This pattern is shown in the example given in Figure 7, of results for of methanol at 25 C with Debye relaxation time T[) = 52 ps using an end capacitance cell with effective length d = 0.694 mm. In the complex plane plot, values obtained by truncation of P(t) at tfj = 516 ps are plotted as open circles and corrected values obtained by Equation 16 as filled circles. The uncorrected static permittivity s is too small by 6 per cent, and with increasing frequency the difference oscillates around the correct values lying on a Debye semicircle (solid curve). [Pg.200]

Figure 7. Complex dielectric permittivity plots for methanol at 25 C measured in end capacitance cell with d = 0.69 mm. Open circles are from transforms truncated at t = 516 ps. Filled circles and solid semicircle result after truncation corrections described in the text. Figure 7. Complex dielectric permittivity plots for methanol at 25 C measured in end capacitance cell with d = 0.69 mm. Open circles are from transforms truncated at t = 516 ps. Filled circles and solid semicircle result after truncation corrections described in the text.
Figure 5. Simplified drawings of sample cells, (a) Open coaxial line cell (b) lumped capacitance cell (c) open-ended coaxial cell. (Reproduced with permission from Ref. 113. Copyright 2000, Marcel Dekker, Inc.)... Figure 5. Simplified drawings of sample cells, (a) Open coaxial line cell (b) lumped capacitance cell (c) open-ended coaxial cell. (Reproduced with permission from Ref. 113. Copyright 2000, Marcel Dekker, Inc.)...
What does happen to spermatozoa that reach the post-capacitated/ chemotactic stage Two facts are known about such spermatozoa. First, they have intact acrosomes, as evident from the observation that the level of acrosome-less spermatozoa does not increase during the continuous replacement of capacitated spermatozoa [29]. Second, once a cell becomes post-capacitated/chemotactic, it is a dead end the cell cannot... [Pg.438]

Ion chromatography (see Section 7.4). Conductivity cells can be coupled to ion chromatographic systems to provide a sensitive method for measuring ionic concentrations in the eluate. To achieve this end, special micro-conductivity cells have been developed of a flow-through pattern and placed in a thermostatted enclosure a typical cell may contain a volume of about 1.5 /iL and have a cell constant of approximately 15 cm-1. It is claimed15 that sensitivity is improved by use of a bipolar square-wave pulsed current which reduces polarisation and capacitance effects, and the changes in conductivity caused by the heating effect of the current (see Refs 16, 17). [Pg.522]

In the measurements, one commonly determines the impedance of the entire ceU, not that of an individual (working) electrode. The cell impedance (Fig. 12.13) is the series combination of impedances of the working electrode (Z g), auxiliary electrode (Z g), and electrolyte (Z ), practically equal to the electrolyte s resistance (R). Moreover, between parallel electrodes a capacitive coupling develops that represents an impedance Z parallel to the other impedance elements. The experimental conditions are selected so that Z Z g Z g. To this end the surface area of the auxiliary electrode should be much larger than that of the working electrode, and these electrodes should be sufficiently far apart. Then the measured cell impedance... [Pg.209]

An electrode of surface area 100 pm or less is called a microelectrode and provides a means of decreasing the double-layer capacitance which can affect our coulometry experiments so badly. Microelectrodes are also useful when the cell considered is also tiny, as, for example, is the case when performing in vivo voltammetry (see next chapter) with biological samples. For example, a nerve ending is typically 10-100 pm in diameter, so electroanalytical experiments using a conventional electrode would be impossible. [Pg.125]

The bipolar pulse technique for measuring solution resistance minimizes the effects of both the series and parallel cell capacitances in a unique way. The instrumentation for this technique is illustrated in Figure 8.15. The technique consists of applying two consecutive voltage pulses of equal magnitude and pulse width but of opposite polarity to a cell and then measuring the cell current precisely at the end of the second pulse [18]. [Pg.261]

Fig. 8.3 Effects of dietary selenium on p-adrenergic responses in rat heart, (a) L-type Ca2+ currents (I(a i recorded from ventricular myocytes with depolarization from —70mV to OmV, for 200 ms. Mean ( SEM) values of peak amplitudes of IcaL in both experimental and control groups. The cell capacitances of these three groups of cardiomyocytes were similar, (b) Average current-voltage relationships for peak IcaL (measured as the difference between the peak Ca2+ current and the end of 200-ms depolarization). The maximums of IcaL of both experimental groups were shifted to the right with respect to the control, (c) The threshold potentials were significantly more negative and activation potentials were more positive in both experimental groups with respect to the control. (Adapted from Sayar et al. 2000.)... Fig. 8.3 Effects of dietary selenium on p-adrenergic responses in rat heart, (a) L-type Ca2+ currents (I(a i recorded from ventricular myocytes with depolarization from —70mV to OmV, for 200 ms. Mean ( SEM) values of peak amplitudes of IcaL in both experimental and control groups. The cell capacitances of these three groups of cardiomyocytes were similar, (b) Average current-voltage relationships for peak IcaL (measured as the difference between the peak Ca2+ current and the end of 200-ms depolarization). The maximums of IcaL of both experimental groups were shifted to the right with respect to the control, (c) The threshold potentials were significantly more negative and activation potentials were more positive in both experimental groups with respect to the control. (Adapted from Sayar et al. 2000.)...
When only the inert electrolyte is present in the polarographic cell a residual current will still flow. This current, which is non-faradaic, is attributable to the formation of an electrical double layer in the solution adjacent to the electrode surface (Fig. 3). At all applied potentials, a current flows to develop this double layer, and the process may be considered analogous to the charging of a parallel plate capacitor. Therefore, the charging current is a capacitance current and varies during the drop lifetime, i.e., with the size of the mercury drop. When the drop surface area is increasing rapidly from the start of the drop lifetime, the capacitance current is a maximum, falling to a minimum near the end of the drop lifetime when the drop size is at a... [Pg.1493]

The circuits in Fig. 32 are suited for impedances not exceeding 1 MQ. If very small electrodes are used, e.g., for measuring of single cells, their impedance values can exceed 1,(XX) MQ. Although shielding can prevent excessive noise, care should be taken of parasitic elements, especially of stray capacitances. Moreover, if active front ends in the immediate vicinity of the electrodes are used, they may heat up the chamber. [Pg.1354]

In effect, the measured current flow is always due to an instantaneous potential. Other detectors use a bipolar pulse conductance technique [4, 5). The technique consists of the sequential application of two, short (about 100 ps) voltage pulses to the cell. The pulses are of equal magnitude and duration and opposite polarity. At ejacdy the end of the second pulse, the cell current is measured and the cell resistance is determined by applying Ohm s law. Because an instantaneous cell current is measured in the bipolar pulse technique, capacitance does not affect the measurement and an accurate cell resistance measurement is made. [Pg.75]


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See also in sourсe #XX -- [ Pg.188 ]




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Capacitance cell

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