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Approximate methods of quantum many-body theory.
Mathematical methods of quantum chemistry and statistical physics will be briefly described.
Many approximate methods of quantum chemistry yield potential energy surfaces with discontinuities.
Modern methods of quantum chemistry are expected to play a continuously increasing role in development of such catalysts.
The present opinion, rather generally held by physicists, is that these fundamental particles and forces, treated quantitatively by the methods of quantum mechanics, can reveal in detail the behaviour of all material objects.
Therefore, the methods of quantum mechanics were used for the study of configuration and hydrolysis forms of APTES molecules attached on the surface.
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The study of the properties of luminescence spectra of azomethine bifluorophor solutions and the methods of quantum-chemistry calculations showed that the description of this intramolecular nonradiative transfer of the electronic excitation energy according to the Förster mechanism requires taking into account the effect of molecular conformational isomerisation and conjugation effects.
In this paper, we study the perpendicular impact of hydrogen on a single graphene sheet over more than three decades of impact energies (0.1 to 200 eV) using methods of quantum-classical Monte Carlo molecular dynamics.
We present a detailed design method of quantum dot-organic light emitting devices (QD-OLED) based on microcavity model.
Meanwhile, approximate DFT has become the most widely used method of quantum chemistry, offering an unprecedented accuracy-to-cost ratio.
This sneakernet method of quantum networking provides an alternate pathway that could augment traditional repeater and satellite based systems where the issue of network deployment and servicing in hostile environments becomes extremely hard or where entanglement nodes are required on mobile platforms not accessible by a traditional repeater node.
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