Electron Cyclotron Resonance - in Condensed Matter Physics

In Condensed Matter Physics

Within a solid the mass in the cyclotron frequency equation above is replaced with the effective mass tensor . Cyclotron resonance is therefore a useful technique to measure effective mass and Fermi surface cross-section in solids. In a sufficiently high magnetic field at low temperature in a relatively pure material

\begin{matrix}\omega_{ce} > 1/\tau \\
\hbar \omega_{ce} > k_B T \\
\end{matrix}

where is the carrier scattering lifetime, is Boltzmann's constant and is temperature. When these conditions are satisfied, an electron will complete its cyclotron orbit without engaging in a collision, at which point it is said to be in a well-defined Landau level.

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