Antisymmetric Mechanical Lorentz Force Tensor Constitutes Mechanical Electrodynamics

Resumen

Mechanical Lorentz force  predicts complete framework of classical dynamics in terms of antisymmetric second rank tensor  whose components are Newtonian force F and Coriolis force  that behaves like standard electrodynamics. We call this tensor as Lorentz force tensor (LFT). It consists of mechanical force equations (MFE), mechanical Maxwell’s equations (MME), mechanical conservation law (MCL) and mechanical wave equations (MWE). Calculations are performed by Einstein’s summation method and written in matrix form for simplicity. The transformation of LFT laws in noninertial coordinate metric based on single transformation law (STL) for 4-vectors and tensors, predicts new symmetry of MFE, MME and MCL along the diagonals as zero-point structure of LFT. Zero-point terms validate conservation law, symmetry and principle of relativity. It reduces to its classical limit when noninertial effects are subjected to zero. The emergence of 7D wave of mechanical energy supplemented with classical conservation law is the most astonishing product of this model. The spectrum of application of this model is very wide that includes mechanical engineering, astrophysics, cosmology, magnetohydrodynamics.