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Capacitor
A pair of conducting plates separated by an insulator. When a PD is placed across the plates, the acquire equal and opposite charges.
Capacitance
Charge on either plate/pd between plates
Unit: F
Dielectric
Insulator between the plates of a capacitor, also serving to make the capacitance larger than if there were just empty space.
Equation for Charge
Q = CV
Capacitance of parallel plate
C = eºA/d where e = 8.85×10^-12 Fm ^-1
Capacitors in parrallel
Add - C= C1+C2+C3…
Capacitance in series
1/CT = 1/C1 + 1/C2 + 1/C3 ….
(remember to fine the reciprocal for C).
To calculate the charge and voltage across a variety of parrallel/ series combinations.
Find total capacitance.
Find charge.
Find pd for one capacitor. (voltage across parallel is the same).
Find charge for individual capacitors.
Energy stored in a capacitor
∆W= ∆QV
Energy Equations
U =1/2 QV
U = ½ CV²
U = ½ Q²/C
time constant
RC time taken for quantities to fall to 37%