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\nThe second kind which consists of a glass housing, an insulator which is fixed between the terminal of a voltage source and a conductor,and a metal container attached to the conductor<\/p>\n
\nFor an (non-insulated) capacitor, the “insulation resistance” is the minimum impedance to an alternating current source at the terminals of the capacitor at the frequencies of interest. This impedance is related to the voltage at the capacitor terminals through a complex relationship. In general, the impedance is proportional to the product of the capacitor’s capacitance and the square of the voltage across it.
\nAs a result, the “insulation resistance” of a capacitor is not a quantity that can be compared with the insulation resistance of an inductor or resistor. It is only a nominal statement that will depend on the physical parameters of the capacitor at a particular frequency.
\nIn an insulated capacitor, the insulation of the inner conductor is a complex multi-layer structure with a rated breakdown voltage, generally much higher than the voltage across the capacitor.
\nThe insulation resistance of the inner conductor is not a quantity that can be compared with the insulation resistance of the outer conductor. In general, the insulation resistance of an insulated capacitor is also a complex quantity that depends on the inner conductor’s breakdown voltage and on the ratio of the outer surface area of the inner conductor to the volume of the capacitor.
\nIt is important to note that the “insulation resistance” of the capacitor depends only on the breakdown voltage of the inner conductor
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