Analytical description of low-frequency electron density and temperature oscillations

Low-frequency density and temperature oscillations (ω << υj, ωcj, where υj is the collision frequency with neutrals and ωcj is the cyclotron frequency; j = i,e) observed in magnetized radiofrequency-produced plasmas with electron density and temperature gradients across the magnetic field are analysed using a local two-fluid model. This model incorporates the electron energy equation. The resulting dispersion relation permits study of the parameter dependence of the complex angular wave frequency. Instability is found in the case where the electron density and temperature gradients have opposite signs. This instability is classified as a low-frequency drift wave, and the criteria for its onset are obtained. (Author)