**Electrical impedance** is a physical quantity that represents the opposition force of a circuit to the passage of alternating electric current, or, more generally, of a variable current. In other words, is the amount of opposition that an electrical element offers to current flow in a circuit when a voltage is applied at a specific frequency. It can be expressed as a complex number and is given by the relationship between voltage and current.

Commonly the impedance is indicated by \(Z\), and its unit of measurement is the ohm \((\Omega)\).

The concept of impedance generalizes Ohmâ€™s law extending it to circuits operating in a sinusoidal regime (commonly called alternating current): in fact, in a continuous current regime, it represents the electrical resistance. It takes into account the phenomena of electric current consumption and the phenomena of electromagnetic energy accumulation.

The electrical impedance is described mathematically by a complex number, whose real part in the schematization with elements in series represents the dissipative phenomenon and corresponds to the electrical resistance, \(R\). While the imaginary part, called reactance, \(X\), is associated with the energy phenomena of accumulation.

\[\dfrac{V}{I}=Z=R+jX\]

The reciprocal of impedance is called admittance \(Y\).

## How-to

- How to calculate electrical impedance