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Vladimir A. Manasson

Publications and source records attributed to Vladimir A. Manasson.

2 recordsLinked to original sources

Are Particles Self-Organized Systems?

Where did elementary particles come from? What mechanisms are responsible for their occurrence and maintenance? Are they compound or truly elementary? Is vacuum primordial soup where elementary particles are born? Are quantum behavior and relativistic phenomena fundamental or emergent? This paper describes a primitive active medium far from thermodynamic equilibrium, which we associate with vacuum and in which a system of particles and fields arises, similar to that described by the standard model. Phenomena usually attributed to quantum or relativistic media emerge during vacuum self-organization. These include discrete spectra of ground states, charges, oscillation periods, and link flavors, spatial phase coherency, virtual states, tunneling, entanglement, time-related uncertainty of states, and coexistent Planck-like and Einstein-like time scales. The form of vacuum self-organization is a coherent time-crystal network. Here, different fields arise as quantum states of the same gravitation-antigravitation field. Particle-like entities emerge as topological defects. The analysis was accompanied by numerical estimates of several physical constants, the values of which had never previously been derived from theory. These results are consistent with the experimental data.

physics.gen-ph↗

Self-Interacting Electron as a Nonlinear Dynamical System

We have proposed a simple one-dimensional model of internal particle dynamics. The model is based on the assumption that self-interaction can be represented by a nonlinear feedback and described by a quadratic recurrent map. Charge plays the role of a generalized dynamical variable and a feedback coupling parameter. The model suggests that charge and action quantization stem from the system's dissipative quality and from a hierarchy of supercycle orbits located between period-doubling bifurcations on the Feigenbaum tree. Among the numerical results, we have discovered a link between the quantum of action and the elementary charge. We also found that the fine structure constant can with a good accuracy be expressed exclusively through mathematical constants, including the Feigenbaum delta. We have introduced dimensionless numbers that describe the relative role of the internal particle dynamics when both internal and external dynamics are taken into consideration. We have found these numbers to be close to the electron, proton, and neutron g-factors known from the experiment.

nlin.CD↗