The reciprocal of this quantity is the elastance, while the reactance associated with this quantity decreases with increasing frequency.
A "matrix method" named after this quantity solves boundary value problems on irregular regions and developed from the Sherman-Morrison-Woodbury formula. The reciprocal of this quantity is the elastance, while the reactance associated with this quantity decreases with increasing frequency. For one type of device, this quantity equals the permitivity times the ratio of area of two (*) plates to the distance between them, and can be increased by placing a dielectric between the two plates; more commonly, it equals charge over voltage. For 10 points, name this quantity that is measured in Farads and is used to describe charge-storing devices.
A "matrix method" named after this quantity solves boundary value problems on irregular regions and developed from the Sherman-Morrison-Woodbury formula.
{capacitance}