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Quantum solutions in relativistic classical mechanics
Izvestiya vysshikh uchebnykh zavedenii. Fizika, 2021Quantum solutions of the classical equation of relativistic mechanics are found. The synthesis of classical and quantum physics can become the basic formalism for the second quantum revolution, since the existence of quantum solutions to all equations of classical physics means that macroscopic bodies of both inanimate and living matter, under certain ...
Lasukov, V. V. +2 more
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Physical Review D, 1977
The magnetic monopole and the lambdaphi/sup 4/ kink are discussed as Euclidean solutions in field theory in 2 + 1 and 0 + 1 dimensions, respectively. A new type of pseudoparticle in 3 + 1 dimensions is proposed.
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The magnetic monopole and the lambdaphi/sup 4/ kink are discussed as Euclidean solutions in field theory in 2 + 1 and 0 + 1 dimensions, respectively. A new type of pseudoparticle in 3 + 1 dimensions is proposed.
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Global Classical Solutions for MHD System
Journal of Mathematical Fluid Mechanics, 2003This work studies the magnetohydrodynamics of a two-dimensional incompressible ideal fluid in both an exterior domain and in the half-plane. The Schauder fixed point theorem is used to establish the existence of a global classical solution in Hölder space.
CASELLA, Emanuela +2 more
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Il Nuovo Cimento A, 1978
A linear potential is found to be a static «electric» solution to the classical Yang-Mills gauge theory.
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A linear potential is found to be a static «electric» solution to the classical Yang-Mills gauge theory.
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Classical solutions in Grassmannian σ-models
Letters in Mathematical Physics, 1981We study the generalisation of the CP n−1 model in two-dimensional Euclidean space-time to Grassmannian σ-models having a non-Abelian gauge group. Some classes of classical solutions are displayed. It appears that the general solutions involve complicated constraints.
Din, A. M., Zakrzewski, W. J.
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New Solution of Classical Hydraulic Jump
Journal of Hydraulic Engineering, 2009This technical note, applying dimensional analysis and incomplete self-similarity, proposes a new functional relationship for the sequent depth ratio for hydraulic jumps over both smooth and rough horizontal beds. For the smooth bed condition, experimental measurements in the literature were used to calibrate the new relationship.
CAROLLO, Francesco Giuseppe +2 more
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1999
The major focus of this book is multicomponent materials. The mathematical theory appropriate to such mixtures of materials is still in a stage of development. A simpler type of material is the classical mixture, or solution. In such a material, the components are not physically distinct, that is, the mixing of the materials is at a molecular level.
Donald A. Drew, Stephen L. Passman
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The major focus of this book is multicomponent materials. The mathematical theory appropriate to such mixtures of materials is still in a stage of development. A simpler type of material is the classical mixture, or solution. In such a material, the components are not physically distinct, that is, the mixing of the materials is at a molecular level.
Donald A. Drew, Stephen L. Passman
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Classical Analytical Solutions
2011Reversible binding to one site can be calculated with analytical solutions. On the basis of these formulas, data can be transformed to appear linear. Straight lines of equilibrium-binding studies in double reciprocal plots or of enzyme kinetics in Lineweaver-Burk plots or of dissociation kinetics in half logarithmic plots indicate simple mechanisms ...
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Periodic Solutions to Classical Field Equations
Physica Scripta, 1979We construct particle-like periodic solutions to classical field equations by power series of trigonometric functions. The method is discussed in general and is then applied to familiar theories. It is shown to reproduce known results and to generate new solutions.
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Effective Action and Classical Solutions
Physics of Particles and Nuclei Letters, 2019We consider the formalism of small-x effective action for reggeized gluons, see [1–3]. We calculate the classical solutions of the equations of motion for the Lipatov effective action with NNLO precision. Applications of the obtained results are also discussed.
S. Bondarenko, S. Pozdnyakov
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