Sunday, March 11, 2012

Capacitors and Inductors

Capacitors and Inductors

Introduction

  • Two more linear, ideal basic passive circuit elements.
  • Energy storage elements stored in both magnetic and electric fields.
  • They found continual applications in more practical circuits such as filters, integrators, differentiators, circuit breakers and automobile ignition circuit.
  • Circuit analysis techniques and theorems applied to purely resistive circuits are equally applicable to circuits with inductors and capacitors.

Capacitors


  • Electrical component that consists of two conductors separated by an insulator or dielectric material.
  • Its behavior based on phenomenon associated with electric fields, which the source is voltage.
  • A time-varying electric fields produce a current flow in the space occupied by the fields.
  • Capacitance is the circuit parameter which relates the displacement current to the voltage.



























Parallel capacitances

  • The equivalent capacitance of N parallel-connected capacitors is the sum of the individual capacitances.

















Series capacitances

  • The equivalent capacitance of series-connected capacitors is the reciprocal of the sum of the reciprocals of the individual capacitances.
















 

Inductors

  • Electrical component that opposes any change in electrical current.
  • Composed of a coil or wire wound around a non-magnetic core/magnetic core.
  • Its behavior based on phenomenon associated with magnetic fields, which the source is current.
  • A time-varying magnetic fields induce voltage in any conductor linked by the fields.
  • Inductance is the circuit parameter which relates the induced voltage to the current.



























Series inductances

  • The equivalent inductance of N series-connected inductors is the sum of the individual inductances.
















Parallel inductances

  • The equivalent inductance of series-connected inductors is the reciprocal of the sum of the reciprocals of the individual inductances.












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