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Subdomain-based exponential integrators for quantum Liouville-type equations
L Schulz, B Inci, M Pech, D Schulz - Journal of Computational Electronics, 2021 - Springer
In order to describe quantum mechanical effects, the use of the von-Neumann equation is
apparent. In this work, we present a unified numerical framework so that the von-Neumann …
apparent. In this work, we present a unified numerical framework so that the von-Neumann …
Hybrid discontinuous galerkin approach for the solution of quantum liouville-type equations
V Ganiu, M Jaeger, D Schulz - IEEE Transactions on …, 2023 - ieeexplore.ieee.org
For the evaluation of charge carrier transport in quantum devices, quantum Liouville-type
equations (QLTE) have proven to be powerful as a starting point for the numerical analysis …
equations (QLTE) have proven to be powerful as a starting point for the numerical analysis …
Numerical constraints and non-spatial open boundary conditions for the Wigner equation
We discuss boundary value problems for the characteristic stationary von Neumann
equation (stationary sigma equation) and the stationary Wigner equation in a single spatial …
equation (stationary sigma equation) and the stationary Wigner equation in a single spatial …
Numerical solution of the constrained Wigner equation
Quantum electron transport in modern semiconductor devices can be described by a Wigner
equation which is formally similar to the classical Liouville equation. The stationary Wigner …
equation which is formally similar to the classical Liouville equation. The stationary Wigner …
[PDF][PDF] Numerische Methoden für die Analyse von Quantenbauelementen auf Grundlage der Liouville-von-Neumann-Gleichung
L Schulz - 2021 - eldorado.tu-dortmund.de
Heutzutage ist die numerische Modellierung des Transportverhaltens innerhalb von
Quantenbauelementen für die Analyse und das Design moderner Komponenten der …
Quantenbauelementen für die Analyse und das Design moderner Komponenten der …