Adsorption mostly occurs in imperfect dielectrics, primarily solid dielectrics, such as glass, wax, Bakelite, etc. Positive and negative charges are separated and then accumulated at certain regions within the volume of the dielectric, usually manifesting itself as a gradually decreasing current with time after the application of a fixed direct voltage. Its magnitude depends on the nature, composition and purity of the material. Moisture present in the dielectric reduces the insulation resistance of the dielectric and thus tends to suppress absorption, but it increases the leakage current.
Adsorption occurs from the penetration of the electrical charge into the mass of the dielectric for an appreciable time, following the almost instantaneous charge when a capacitor is connected to a continuous voltage through a very low resistance. The current caused by the absorption is steadily decreasing and when the dielectric is saturated with the charge, only leakage current is flowing in the circuit.
The leakage current is steady and ordinarily of an exceedingly small value. Upon short-circuiting, the free charge is released almost instantaneously, but if the capacitor exhibits absorption and is left open-circuited for a while, it may again be discharged (once or several times) because the residual charge slowly seeps out of the dielectric. The residual charges are of a smaller magnitude than the free charge.
Adsorption effects are accompanied by heat dissipation (only part of the absorbed charge is recoverable) and constitute the main portion of losses in solid dielectrics observed when these are subjected to alternating (or fluctuating) potentials.
The apparent capacitance of a capacitor may be strongly affected by absorption effects. A capacitor measured at low frequencies may appear to have a much greater capacitance than at high frequencies.
D = tan (delta) = Il / Ic = omegaRC,
where omega = 2pif, R is equivalent series resistance, and C is capacitance; all measured at the same frequency f. DF is 100D and is expressed as a percentage.
Updated: 07 November 2001
Publisher: Tyra BuczkowskiCopyright © 1996-2002 Tyra T. Buczkowski. All rights reserved.