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Rutherford nuclear atom N. Bohr explained hydrogen spectrum using quantum model of the atom.
Alternatively, the behavior of a quantum model should reproduce the behavior of macroscopic classical models in the limit of large quantum numbers.
The simple quantum model of a lossless inductor-capacitor (LC) circuit have been suggested firstly by Louisell [3].
Further, this has also been explained via quantum model, by interference of transmitted and reflected electron wave at interfaces.
A new quantum model is also presented, which provides opportunities for the optimization of nanoscale materials to enhance thermoelectric performance.
For the quantum model, the kick of the electromagnetic field has the effect of mapping the quantum labels of state vectors that are initially close together to labels which do not necessarily ever come close again.
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This quantum simulation model has full translational invariance.
Figure 3 The quantum simulation model (pmb{{H_{1}^{mathrm{open}}, S_{z}}}) evaluated for (pmb{n=10}) spins.
For this purpose we turn to a spectral analysis of the FIM associated with a quantum simulation model.
In contrast, given a sloppy quantum simulation model, one only has to control and stabilize a few (≪K) influential CPDs.
In this case the quantum simulation model has reflection symmetry about the x- and y-axes and 90∘ rotation symmetry.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com