Dual Networks and Duality Conditions

Flashcards covering the definition of dual networks, conditions for duality, and terms conversion rules.

A network is said to be dual of each other when the mesh equation of a network is equal to the __________ equation of its dual and vice versa.

nodal

According to the mesh and nodes equality condition, the number of independent meshes in an original network is equal to the number of independent __________ in the dual network.

nodes

Under the terms equality condition, both networks must contain an equal number of __________.

terms/elements

The self and mutual impedances of a mesh network are directly converted into self and mutual __________ of the nodal network.

admittances

In dual network terms conversion, Mesh corresponds to __________.

Nodes

In dual network terms conversion, Voltage (V) corresponds to __________.

Current (A)

In dual network terms conversion, Resistance (R) corresponds to __________.

conductance (G)

In dual network terms conversion, Inductance (L) corresponds to __________.

conductance (C)

In dual network terms conversion, parallel corresponds to __________.

series