There are few theorems that can be applied to find the solution of electrical networks by simplifying the network itself or it can be used to calculate their analytical solution easily.
The electrical circuit theorems can also be applied to A.C systems, with only one difference: replacing the ohmic resistance of the D.C system with impedance.
Common Terms used in Circuit Theory
- A circuit is a closed conducting path through which an electrical current either flows or is intended to flow. A circuit consists of active and passive elements.
- Parameters are the various elements of an electrical circuit (for example, resistance, capacitance, and inductance).
- Linear circuit – a circuit in which the parameters are constant with time, do not change with voltage or current, and obey Ohm’s law. In a non-linear circuit the parameters change with voltage and current.
- A passive network is a one which contains no source of EMF.
- An active network is a one which contains one or more sources of EMF.
- A bilateral circuit is one whose properties or characteristics are same in either direction of current. Example: the usual transmission line is bilateral.
- A unilateral circuit is that circuit in which properties or characteristics change with the direction of operation. Example: a diode rectifier can rectify only in one direction.
- A Node is a point in a circuit where two or more circuit elements are connected together.
- Branch is a part of a network which lies between two nodes.
- Loop is a closed path in a circuit in which no element or node is encountered more than once.
- Mesh is a loop that contains no other loop within it.