Tag Archives: The covariant formulation of classical electromagnetism

List of scientific publications by Ahmad Reza Estakhr

Posted on September 16, 2013 by easteinstein

Is force directly proportional to the square of matter without regards distance? Covariant Formulation of Fluid Dynamics and Estakhr’s Material Geodesic Equation Cramer’s rule, Quarks Fractional electric charge, A scientific exploration or a possible mathematical electric charge value? Non-dimensionalization of … Continue reading →

Posted in big bang, Covariant Formulation of Fluid Dynamics, Fluid Dynamics, General Relativity, mathematics, Navier–Stokes equations, physics, Quantum General Relativity, Quantum Mechanics, special relativity, Uncategorized | Tagged a possible mathematical electric charge value, A scientific exploration, Ahmad Reza Estakhr, Covariant Formulation of Fluid Dynamics, Cramer's rule, electron antineutrino mass, Estakhr constant, Estakhr’s Material Geodesic Equation, Geodesic, global regularity for Navier Stokes, Helmholtz Equation and Schrodinger Equation Which Reformulated for Fluid Dynamics, Higgs field isnot the process that gives mass to free particles, List of scientific publications by Ahmad Reza Estakhr, Material-Geodesic Equation, Navier–Stokes equations, Non-Dimensionalization and Scaling, Non-dimensionalization of Helmholtz equation, Quantization of Relativistic action in multiples of Planck’s constant, Quantum formulation of plasma physics, Quantum of action, Quarks Fractional electric charge, Stress–energy tensor, The covariant formulation of classical electromagnetism, the nature of the Alfvenic turbulence, The Navier–Stokes existence and smoothness problem | Leave a comment

Covariant Formulation of Fluid Dynamics and Estakhr’s Material Geodesic Equation,

Posted on September 6, 2013 by easteinstein

When i meet God, I am going to ask him two questions, why relativity and why turbulence. A. Einstein You probably will not need to ask these questions of God, I’ve already answered both of them. denotes four-velocity field. denotes … Continue reading →

Posted in Covariant Formulation of Fluid Dynamics, Fluid Dynamics, General Relativity, mathematics, Navier–Stokes equations, physics, special relativity, Uncategorized | Tagged Ahmad Reza Estakhr, Covariant Formulation of Fluid Dynamics, Estakhr’s Material Geodesic Equation, Geodesic, global regularity for Navier Stokes, Material-Geodesic Equation, Navier–Stokes equations, Stress–energy tensor, The covariant formulation of classical electromagnetism, The Navier–Stokes existence and smoothness problem | Leave a comment

Tag Archives: The covariant formulation of classical electromagnetism

List of scientific publications by Ahmad Reza Estakhr

Covariant Formulation of Fluid Dynamics and Estakhr’s Material Geodesic Equation,

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