Trapping in quantum plasmas: a review

Stability of dust-acoustic solitary waves in magnetized dusty plasmas: effect of polarization force and degenerate electron temperature

“…The number density of electrons following temperature degenerate trapped distribution has the form [30] n m…”

“…where μ refers chemical potential, T e is the thermal temperature of electron. Following the procedures given in [30][31][32], one can write the above equation in the form…”

Editorial : Reviews of Modern Plasma Physics: Volume 6

“…Topical collection "New Aspects of Quantum Plasma Physics (QP)" is organized by A.A. Mamun and published one article in 2021 (Manfredi et al 2021) and six articles in 2022 (Hossain and Mandal 2022;Mannan 2022;Brodin and Zamanian 2022;Misra and Brodin 2022;Haas and Mahmood 2022;Masood et al 2022).…”

Excitation of nonlinear longitudinal structures in spin‐1/2 quantum plasma in the presence of ion beam

“…, where a is the interparticle distance, 𝜆 B𝛼 (= ℏ∕m 𝛼 v T𝛼 ) is the de-Broglie wavelength of plasma particle, n e𝛼 , v T𝛼 , m 𝛼 , and ℏ(= h∕2𝜋) represent the number density, the thermal speed, the mass of plasma species 𝛼 and Planck constant, respectively. In this scenario, several investigations [1][2][3][4][5][6] have been devoted to investigate various processes in quantum plasmas by using quantum hydrodynamic (QHD) models. [7][8][9][10][11][12][13][14][15] In parallel, the QHD was modified by taking into account the electron spin effect, [16] and separated spin evolution QHD (SSE-QHD) model was developed in Ref.…”

“…$$$ {\lambda}_{B\alpha}\gtrsim $$$ $$$ a\left(={n}_{\alpha 0}^{-1/3}\right), $$$ where $$$ a $$$ is the interparticle distance, $$$ {\lambda}_{B\alpha}\left(=\mathrm{\hslash}/{m}_{\alpha }{v}_{T\alpha}\right) $$$ is the de‐Broglie wavelength of plasma particle, $$$ {n}_{e\alpha}, $$$ $$$ {v}_{T\alpha}, $$$ $$$ {m}_{\alpha }, $$$ and $$$ \mathrm{\hslash}\left(=h/2\pi \right) $$$ represent the number density, the thermal speed, the mass of plasma species $$$ \alpha $$$ and Planck constant, respectively. In this scenario, several investigations [ 1–6 ] have been devoted to investigate various processes in quantum plasmas by using quantum hydrodynamic (QHD) models. [ 7–15 ] In parallel, the QHD was modified by taking into account the electron spin effect, [ 16 ] and separated spin evolution QHD (SSE‐QHD) model was developed in Ref.…”