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Fixed Capacitors

A fixed capacitor is constructed to possess a fixed value of capacitance that cannot be adjusted. The schematic diagrams of fixed capacitors show various dielectrics in both axial and radial designs. The capacitance of a fixed capacitor dielectric should not be changed by changes of charge quantity, cell voltage, or frequency. This behavior is called the linear property of the dielectric material and the corresponding capacitor is called a linear capacitor. [Pg.32]


Thyristor controlled variable reactor (TCR) 0 (i) A few fixed capacitor banks that may be normally ON. [Pg.806]

Figure 24.31 Scheme for a reactive power control showing combined TSC, TCR and fixed capacitors... [Pg.806]

For small displacements the sense capacitor can be represented by a fixed capacitor Co and a change AC,... [Pg.239]

This paper attempts to model and define the conditions under which platinum Eh measurements are likely to reflect the true electrical potential of aqueous solutions. The double layer at the surface of the electrode is modeled as a fixed capacitor (C jj), and the rate at which an electrode equilibrates with a solution (i.e. the rate at which C jj is charged) is assumed to be proportional to the electrical current at this interface. The current across the electrode/solution interface can be calculated from classical electrochemical theory, in which the current is linearly proportional to the concentration and electron-transfer rate constant of the aqueous species, and is exponentially proportional to the potential across the interface. [Pg.339]

Tesla coll A device for producing a high-frequency high-voltage current. It consists of a transformer with a high turns ratio, the primary circuit of which includes a spark gap and a fixed capacitor the secondary circuit is tuned by means of a variable capacitor to resonate with the primary. It was devised by Nikola Tesla. Tesla coils are commonly used to excite luminous discharges in glass vacuum apparatus, in order to detect leaks. [Pg.813]

The efficiency of an induction furnace installation is determined by the ratio of the load usehil power, P, to the input power P, drawn from the utihty. Losses that must be considered include those in the power converter (transformer, capacitors, frequency converter, etc), transmission lines, cod electrical losses, and thermal loss from the furnace. Figure 1 illustrates the relationships for an induction furnace operating at a constant load temperature with variable input power. Thermal losses are constant, cod losses are a constant percentage of the cod input power, and the usehd out power varies linearly once the fixed losses are satisfied. [Pg.126]

On the analog side, tbe filter is often the conventional resistor-capacitor or RC filter. However, other possibihties exist. For example, one type of A/D converter is called an integrating A/D because the converter basically integrates the input signal over a fixed intei val of time. By making the intei val I/60th second, this approach provides excellent rejection of any 60-Hz electrical noise. [Pg.769]

These are sequencers and can sequence the switching of capacitors in any fixed pattern. Capacitors can be automatically taken out of the circuit and others introduced in their place by a device known as the load rotator . [Pg.768]

The power factor can be improved with the use of shunt capacitors at the load points or at the receiving end, as discussed above. It is not practical to have a near-fixed loading for all hours of the day. Moreover, there may also be seasonal loads which may upset the parameters considered while installing the capacitor banks. In such conditions the system may therefore have to be underutilized or run under a high risk of instability during... [Pg.795]

These are meant to limit the inrush currents occurring during a switching operation of a capacitor. They are connected in series with the capacitors and may be short-time rated for the values of the inrush currents and continuously rated for normal line currents. They are almost the same as the series reactors with fixed reactance. [Pg.852]

These are meant to be used with a capacitor to tune a filter circuit, with resonances in the audio frequency range for reducing and filtering the harmonics or communication frequencies. They provide a near short-circuit for the required harmonics to filter them out of circuit. They may be single-phase or three-phase and connected in series or parallel of the capacitor circuit and may have a fixed or variable reactance, rated continuously with saturated magnetic characteristics. They may incur heavy losses. [Pg.852]

This chapter is devoted to the behavior of double layers and inclusion-free membranes. Section II treats two simple models, the elastic dimer and the elastic capacitor. They help to demonstrate the origin of electroelastic instabilities. Section III considers electrochemical interfaces. We discuss theoretical predictions of negative capacitance and how they may be related to reality. For this purpose we introduce three sorts of electrical control and show that this anomaly is most likely to arise in models which assume that the charge density on the electrode is uniform and can be controlled. This real applications only the total charge or the applied voltage can be fixed. We then show that predictions of C < 0 under a-control may indicate that in reality the symmetry breaks. Such interfaces undergo a transition to a nonuniform state the initial uniformity assumption is erroneous. Most... [Pg.66]

Recently [7] we constructed an example showing that interfacial flexibility can cause instability of the uniform state. Two elastic capacitors, C and C2, were connected in parallel. The total charge was fixed, but it was allowed to redistribute between C and C2. It was shown that if the interface was absolutely soft , i.e., contraction of the two gaps was not coupled, the uniform distribution became unstable at precisely the point where the dimensionless charge density s reached the critical value, = (2/3). In other words, the uniform distribution became unstable at the point where, under a control,... [Pg.80]

We pick the OFF time for the following calculation since the capacitor current is relatively fixed during this interval (and so we can therefore truly apply the equation I = CdV7d/). [Pg.71]


See other pages where Fixed Capacitors is mentioned: [Pg.768]    [Pg.777]    [Pg.805]    [Pg.805]    [Pg.15]    [Pg.90]    [Pg.983]    [Pg.3415]    [Pg.1107]    [Pg.32]    [Pg.33]    [Pg.167]    [Pg.67]    [Pg.2513]    [Pg.3715]    [Pg.3721]    [Pg.266]    [Pg.768]    [Pg.777]    [Pg.805]    [Pg.805]    [Pg.15]    [Pg.90]    [Pg.983]    [Pg.3415]    [Pg.1107]    [Pg.32]    [Pg.33]    [Pg.167]    [Pg.67]    [Pg.2513]    [Pg.3715]    [Pg.3721]    [Pg.266]    [Pg.300]    [Pg.124]    [Pg.781]    [Pg.803]    [Pg.829]    [Pg.850]    [Pg.173]    [Pg.173]    [Pg.418]    [Pg.46]    [Pg.634]    [Pg.183]    [Pg.79]    [Pg.80]    [Pg.493]    [Pg.24]    [Pg.66]   


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Capacitors

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