Optical properties and diamagnetic susceptibility of a hexagonal quantum dot: impurity effect

Harnessing the Shannon Entropy‐Based Magnetocaloric Effect in GaAs Quantum Dot under the Influence of Noise‐Anharmonicity Interplay

“…[46,62,63] To determine the MCE (the magnetic entropy change, ΔS), one needs to calculate the entropy with and without the presence of the magnetic field. For an isothermal process, ΔS reads [35,61,[63][64][65] ΔS ¼ SðB 6 ¼ 0, TÞ À SðB ¼ 0, TÞ…”

“…To determine the MCE (the magnetic entropy change, Δ S ), one needs to calculate the entropy with and without the presence of the magnetic field. For an isothermal process, Δ S reads [ 35,61,63–65 ] …”

“…Therefore, one can find a plethora of studies concerned with thermodynamics of LDSN. [33][34][35][36][37][37][38][39][40][41][42][43][44][45] The Shannon entropy is a specific form of the entropy functional widely regarded as the cornerstone of the information-theory-based statistical thermodynamics. [46] The magnetocaloric effect (MCE) is a magneto-thermodynamic phenomenon that can be conceived as an in-built response of the magnetic materials as a result of change in the magnetic field (ΔB) and possesses a straightforward connection with the entropy change (ΔS).…”

“…Therefore, one can find a plethora of studies concerned with thermodynamics of LDSN. [ 33–37,37–45 ] The Shannon entropy is a specific form of the entropy functional widely regarded as the cornerstone of the information‐theory‐based statistical thermodynamics. [ 46 ]…”