Capacitor And Its Capacitance

Definition OF Capacitor

A capacitor is a two terminal electric device which stores charge in an electric field.the effect of capacitor is called capacitance.a capacitor is a component which is used to add capacitance in the circuit.

Charging Phenomena OF Capacitor

When a capacitor is added in any circuit or a battery an electric field develops across the dielectric of the capacitors and the capacitor starts its charging by collecting positive charges on one plate and the negative charges on the other plate.
Capacitance is the ratio of the electric charge of each conductor to the potential difference between them.

SI Unit

The SI unit of capacitor is Farad which is equal to one coulomb charge of each conductor.

Operation

A capacitor consists of two conductors or plates which are separated with insulator or non conductive material or with vacuum known as di electric.According to coulombs law a charge on one conductor will expend a force on the charge carriers to the other conductor by attracting unlike charges and repelling like charges.As a result opposite charges induced on the surface of the other conductor then the conductors hold equal and opposite on their surfaces and the di-electric develops an electric field.

Formula

A capacitor is defined as the ratio between the positive and negative charges Q of each conductor and the voltage of the conductor V.

Q=C.V                                 C=Q/V                                        V=Q/C

Capacitors in parallel connection

In parallel connection of capacitors the following conditions happened:
  • ·         The value of applied voltage remains same

                         Vt = V1 = V2 = V3 = …….Vn
  • ·         The capacitance's of capacitors added

                          Ceq=C1+C2+C3+……Cn

Capacitors in series connection

In series connection of capacitors the following conditions happened:
  • ·         The Value of of applied voltage are added together

                          Vt=V1+V2+V3+…..Vn
  • ·         The value of capacitance is given below:








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