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• Metafluid_dynamics abstract "Metafluid dynamics is a relatively new concept in physics.The term "metafluid dynamics" appeared for the first time in a conference talk delivered in the "International Symposium on Theoretical and Computational Fluid Dynamics" at Florida State University on November 7, 1996. The theory was published, in the [1] Physics of Fluids under the title Analogy between the Navier-Stokes and Maxwell's equations: Application to Turbulence (Marmanis 1998). A year later, the theory was presented in more detail in the thesis entitled Analogy between the Electromagnetic and Hydrodynamic Equations: Application to Turbulence (Marmanis 1999). The last article by the same author, namely, "Turbulence, electromagnetism, and quantum mechanics: A common perspective" was published in the book Photon: Old problems in light of new ideas (Dvoeglazov 2000). The latter paper was an attempt to introduce a deeper, ontological, connection between the dynamics of fluids in turbulent motion, as described by the model of the Navier–Stokes equations, and the dynamics of the electromagnetic field, as described by the Maxwell's equations. In other words, it was proposed that the dynamics of the electromagnetic field is highly non-linear when expressed in terms of the electromagnetic potentials -- Maxwell's equations being linear only due to the original modeling of charge and current. It should be stressed that this particular ontological interpretation has never been published in the past, although several fluid models have been presented as early as 1890, for the same purpose. The metafluid dynamics was not created by trial-and-error of mechanical models of aether and is not an analogy that was revived; a mere juxtaposition of the fields that are involved in earlier models and those that are involved in the metafluid dynamics suffices as a proof. For historical references, see, the book by Whittaker (1951) which is as comprehensive as it is authoritative. The origin of metafluid dynamics was an effort to connect the ephemeral and statistical nature of quantum mechanical objects with the temporary and statistical, but yet stable, nature of "structures" in turbulent flows; that work was published as a research thesis (Marmanis 1993). Thus, the works that influenced more its conception were Einstein's insistence on a causal interpretation of quantum mechanics, De Broglie's mechanical models, and related work along these lines. The vast literature on the subject of aether models was discovered by the author upon completion of the theory's core ideas; during the academic years 1994 and 1995. Since that time there have been several other publications that relate directly or indirectly to the metafluid dynamics:In 1999, R.M. Kirby, H. Marmanis and D.H. Laidlaw presented the first visualizations of turbulent charge -- the analog of the electric charge in electromagnetism -- in a conference paper entitled "Visualizing Multivalued Data from 2D Incompressible Flows Using Concepts from Painting".In 2000, A. C. R. Mendes, W. Oliveira and F.I. Takakura presented hydrodynamic turbulence as a constrained system from the point of view of metafluid dynamics in "Turbulence as a constrained system". This is the first Lagrangian description of metafluid dynamics that the author is aware of. In 2001, G. Rousseaux discussed the question of completeness for Maxwell's equations in Les équations de Maxwell sont-elles incomplètes? and the position of the metafluid dynamics on that matter.In 2002, G. Rousseaux and É. Guyon presented a review of the metafluid dynamics in the paper "À propos d’une analogie entre la mécanique des fluides et l’électromagnétisme". In 2003, A. C. R. Mendes, C. Neves, W. Oliveira and F.I. Takakura presented the metafluid dynamics as a gauge field theory.In 2003, L. Saul presented a kinetic theory of a space-time model that is endowed with spin. In that context, by following the analogy that forms the core of metafluid dynamics, the author shows how to derive (to first order) Maxwell's equations of electromagnetism and Schrödinger's equation for the electron.In 2004, D. Bǎleanu presented the metafluid dynamics as a constrained system within fractional Riemann-Liouville derivatives.In 2005, A. C. R. Mendes, C. Neves, W. Oliveira and F.I. Takakura applied the Dirac’s quantization to the metafluid dynamics on NC spaces.In 2005, D. Bǎleanu published the Metafluid dynamics and Hamilton-Jacobi formalism and the existence of the hidden gauge symmetry was analyzed. The main point of this work is that the obtained results are in agreement with those of the Faddeev-Jackiw approach.In 2005, Z. Akdeniz, P. Vignolo and M.P. Tosi published the paper "Shell structure in the density profile of a rotating gas of spin-polarized fermions". The authors of that paper study a Fermi gas of spin-polarized charged particles in a uniform magnetic field, under conditions such that the Coulomb interactions can be neglected, can be mapped into a rotating Fermi gas of neutral atomic particles in a state of complete spin polarization, where the atom–atom interactions are negligible on account of the Pauli principle suppressing s-wave scattering. The interesting part here is that the authors invoke the metafluid dynamics correspondence to establish the map.".
• Metafluid_dynamics wikiPageExternalLink 0004169.
• Metafluid_dynamics wikiPageExternalLink 0504121.
• Metafluid_dynamics wikiPageExternalLink pof.aip.org.
• Metafluid_dynamics wikiPageID "2950887".
• Metafluid_dynamics wikiPageRevisionID "573059871".
• Metafluid_dynamics hasPhotoCollection Metafluid_dynamics.
• Metafluid_dynamics subject Category:Fluid_dynamics.
• Metafluid_dynamics subject Category:Turbulence.
• Metafluid_dynamics comment "Metafluid dynamics is a relatively new concept in physics.The term "metafluid dynamics" appeared for the first time in a conference talk delivered in the "International Symposium on Theoretical and Computational Fluid Dynamics" at Florida State University on November 7, 1996. The theory was published, in the [1] Physics of Fluids under the title Analogy between the Navier-Stokes and Maxwell's equations: Application to Turbulence (Marmanis 1998).".
• Metafluid_dynamics label "Metafluid dynamics".
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• Metafluid_dynamics sameAs Q6822503.
• Metafluid_dynamics sameAs Q6822503.
• Metafluid_dynamics wasDerivedFrom Metafluid_dynamics?oldid=573059871.
• Metafluid_dynamics isPrimaryTopicOf Metafluid_dynamics.