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Everything about The Drude Model totally explained

The Drude model of electrical conduction was developed in the 1900s by Paul Drude to explain the transport properties of electrons in materials (especially metals). The Drude model is the application of kinetic theory to electrons in a solid. It assumes that the material contains immobile positive ions and an "electron gas" of classical, non-interacting electrons of density n, each of whose motion is damped by a frictional force due to collisions of the electrons with the ions, characterized by a relaxation time τ.

Explanation

The Drude model assumes that an average charge carrier experiences a `drag-coefficient' , gamma. Under an applied electric field E this leads to the following differential equation:
» mfrac). In other conventions, , i is replaced by , -i in all equations. The imaginary part indicates that the current lags behind the electrical field, which happens because the electrons need roughly a time , au to accelerate in response to a change in the electrical field. Here the Drude model is applied to electrons; it can be applied both to electrons and holes; for example, positive charge carriers in semiconductors.

Inadequacies of model

This simple classical model provides a very good explanation of DC and AC conductivity in metals, the Hall effect, and thermal conductivity (due to electrons) in metals, although it greatly overestimates the electronic heat capacities of metals. In reality, metals and insulators have roughly the same heat capacity at room temperature. Also, the Drude model fails to explain the existence of apparently positive charge carriers as demonstrated by the Hall effect.

Further Information

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