Lectures related to Stability Criteria in Plasma Waves

Covers the concept of moments of the distribution function in plasma physics and their relation to fluid dynamics.

Covers the concept of Ideal MHD waves and the behavior of plasma under different conditions.

Explores the mapping of unstable domains in plasma instabilities and the conditions for instability.

Explores the physical interpretation of terms in acoustic wave equations and the balance between wave steepening and linear dispersion.

Explores impact ionisation in plasma physics and the random walk model as a key challenge in understanding plasma confinement.

Explores the evolution of the distribution function describing particles in phase space.

Introduces Coq, covering defining propositions, proving theorems, and using tactics.

Explores the propagation and modes of plasma waves, including R- and L-waves, Langmuir waves, and Faraday rotation.

Explores plasma waves described by the two-fluid model and the behavior of Langmuir waves.

Analyzes plasma instabilities through case studies, exploring the implications of roots in the complex plane.

Explores heat transfer in windows and coatings, analyzing spectral transmittance, reflectance, and absorptance in various scenarios.

Explores the Vlasov-Maxwell system for analyzing plasma waves in an unmagnetized plasma.

Covers the MHD plasma approximation, discussing macroscopic phenomena and phase velocities.

Explores plasma waves, emphasizing damping and resonance effects on energy exchange within the system.

Explores the interaction of electrostatic waves with the magnetic field in plasma physics.

Explores plasma wave characteristics in magnetized plasma and discusses Doppler shifted resonances.

Explores Bayes' Theorem for defective parts detection, discrete random variables, and distribution functions, with practical examples and exercises.

Covers the normal distribution, including its properties and calculations.

Explores common probability distributions, special distributions, and entropy concepts.

Explores discrete random variables, mass functions, and distribution functions in probability and statistics.