Quantum and Classical Mechanics
A special issue of Symmetry (ISSN 2073-8994). This special issue belongs to the section "Physics".
Deadline for manuscript submissions: closed (28 February 2022) | Viewed by 516
Special Issue Editors
Interests: exchange interaction; exchange perturbation theory; high spin systems; atomic scattering with electron exchange; electron capture during the slow scattering process; magnetic properties of fullerenes; low-dimension system of identical particles; magnetic properties of low-dimensional electron systems; magnetic properties of Bose-Einstein condensate (BEC); exchange effects in quantum transport
Interests: quantum mechanics; molecular orbital; chemical bonding; atomic and molecular physics; quantum chemistry; molecular magnetism; advanced nanomaterials
Interests: computational fluid dynamics; heat transfer; buoyancy-Induced flows; environmental control
Special Issue Information
Dear colleagues,
The issue is devoted to the mathematical apparatus of the quantum and classical theory of symmetry in various aspects of its manifestation. It is the quantum theory, which includes the intrinsic and composite moments of elementary and composite particles, four-dimensional rotations arising in the Lorentz transformations, discrete symmetry transformations of reflection and inversion, and regularities of permutation symmetries in systems of identical particles; it is also a classical theory including regularities of symmetry associated with various models of turbulence in gas dynamics, hydrodynamics and plasma dynamics. Various aspects of symmetry in crystals and exotic condensed media such as liquid crystals, fullerenes, and grave and decanter will also undoubtedly be considered. Being universal, the apparatus is widely used in atomic and molecular physics, nuclear physics, astrophysics and the theory of elementary particles. Its application is necessary in calculations of atomic, molecular and nuclear structures, in calculating the energies of the ground and excited states of quantum systems, including fine and hyperfine splitting of levels, in calculating the probabilities of radiative transitions and decays, cross sections for reactions and scattering, and for describing the angular distributions and polarizations of particles. The apparatus is widely used in solving practical problems in the field of quantum chemistry, molecular and plasma kinetics and microelectronics, spintronic, molecular, atomic and nuclear spectroscopy.
This Special Issue of the journal Symmetry is dedicated to the revival of an important scientific and educational center that has provided fundamental physical and mathematical training in the education of physicists over the past hundred years: the Physics and Mechanics Institute (PhysMech). Sections in this release follow the PhysMech structure:
- Mathematics
- Experimental Physics
- Theoretical physics
- Theoretical mechanics
- Partial differential equations
- Nuclear physics
- Astrophysics
- Biophysics
- Material Physics
- Fluid Mechanics
- Mechanics and Control
- Thermal physics
- Applied Mathematics
Dr. Elena V. Orlenko
Dr. Taku Onishi
Dr. Nikolay G. Ivanov
Guest Editors
Manuscript Submission Information
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Keywords
- Schrödinger- and Pauli-Hamiltonians
- Relativistic wave equations
- Heisenberg-Dirac-van Fleck Hamiltonian (HDF)
- High-spin Hamiltonians and Spin systems
- Coherent states
- Permutation symmetry
- Molecular symmetry
- Molecular Magnetism
- Advanced Nanomaterials
- Reliable modeling
- Finite element homogenization
- Anisotropic continuum damage mechanics
- Single crystals viscoplasticity
- Creep under phase transition
- Thermal convection
- Hydrodynamic stability
- Turbulence modeling
- Fluid phenomena in biological systems
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