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  1. Vor einem Tag · Gouy phases in matter waves also display potential applications and can be used in mode converters in quantum information systems 31, in the generation of singular electron optics 20 and in the ...

  2. 1. Mai 2024 · DOI: 10.1016/j.physa.2024.129826 Corpus ID: 269881122; Quantum entropic exchange at avoided crossings due to Laser-atom interaction @article{Prasad2024QuantumEE, title={Quantum entropic exchange at avoided crossings due to Laser-atom interaction}, author={Vinod Prasad and Chanchal Yadav and Bhavna Vidhani and Monika Arora and Ashish Tyagi and Brijender Dahiya}, journal={Physica A: Statistical ...

  3. 9. Mai 2024 · Quantum Leap – Semiconductor Rings in Quantum Computing. The journey into quantum computing unveils a landscape where the laws of physics operate differently, and traditional computing’s binary restrictions are transcended. At the heart of this transition are semiconductor rings, whose potential to reshape the computing paradigm is vast and ...

  4. 19. Mai 2024 · This paper explains how the so-called Einstein locality is to be understood in the Schrödinger picture of quantum mechanics. This notion is fully compatible with the Bell non-locality exhibited ...

  5. Vor 5 Tagen · The quantum corrected Drift–Diffusion (DD) model is developed by the inclusion of Bohm potential into the Schrodinger–Poisson equation. This Quantum Corrected Schrodinger–Poisson DD model (QCSP-DD) is used to analyze the electrical and optical properties in the device modeling with the appropriate boundary conditions. The validation of the developed QCSP-DD model is implemented through ...

  6. 15. Mai 2024 · Quantum Theory David Bohm Yougouore Recognizing the pretentiousness ways to get this book Quantum Theory David Bohm Yougouore is additionally useful. You have remained in right site to start getting this info. acquire the Quantum Theory David Bohm Yougouore connect that we pay for here and check out the link.

  7. 14. Mai 2024 · The gauge invariance of the Aharonov-Bohm (AB) effect with a quantum treatment for the electromagnetic field is demonstrated. We provide an exact solution for the electromagnetic ground energy due to the interaction of the quantum electromagnetic field with the classical charges and currents that act as sources of the potentials in a classical description, in the Lorenz gauge.