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On the variational principles in classical mechanics and electromagnetics: 7 Hits

as function of position in space in terms of the field variables. Essentially, the electromagnetic field can be treated as a mechanical system, thus expecting ... nal principle to be applicable in electromagnetic field theory. Therefore, one is able to set up a suitable Lagrangian function of the field variables, such that variational principle result

Ontology of geometry space selection in physical theories: 4 Hits

amely as an immanent characteristic (of the body, field, etc.) and space as an independent entity. These ... s General theory of relativity favors the gravity field as the carrier of extensiveness, i.e. it consider... ess as the immanent characteristic of the gravity field. Empirically set Riemann’s type of geometry is considered as intrinsic to the gravity field, but there arises a question of relation to other

Ontology of geometry space selection in physical theories: 4 Hits

amely as an immanent characteristic (of the body, field, etc.) and space as an independent entity. These ... s General theory of relativity favors the gravity field as the carrier of extensiveness, i.e. it consider... ess as the immanent characteristic of the gravity field. Empirically set Riemann’s type of geometry is considered as intrinsic to the gravity field, but there arises a question of relation to other

On the time domain solution methods in classical electromagnetics: 2 Hits

niques used within the framework of the classical field theory for the solution of electromagnetic phenom... systems and penetration of the transient electric field from dipole antennas used in ground penetrating r

Nature of Time (A)symmetry in Modeling of Physical Systems: 2 Hits

sal invariant and the sign change of the magnetic field is just a mathematical trick to keep the time rev... sity causes a sign change in the related magnetic field. Therefore, Maxwell’s equations appear to be inva

start2021: 1 Hits

of the leading scientists and philosophers in the field. Entropy first appeared through the second princ

The cosmological theory of inflation: 1 Hits

ative pressure and strong repulsive gravitational field --- which, as a probabilistic process, drives the

Should simulation-as a computer experiment- guide theory or the opposite? A liquid state physicist point of view: 1 Hits

s were thought to be posed by the different force field representation of water and various solutes molec

Wormhole geometries and exotic matter: 1 Hits

ract** Wormholes are exotic solutions of Einstein field equations of General Theory of Relativity. They a

The enigma of the existence of time: 1 Hits

does not exist. Contemporary discussions in the field of the analytic metaphysics of time generally occ

Some analogies between quantum mechanics and descriptions of consciousness: 1 Hits

consciousness can be thus taken as a quantum-like field of mental potentiality of an individual which und

Topology and the Structure of Space-Time: 1 Hits

set. The Theory of Linear Structures has a wider field of useful application than topology in that it ca

Causality and Renormalization in Finite-Time-Path Out-of-Equilibrium $\phi^3$ QFT: 1 Hits

on for the out-of-equilibrium $g \phi^3$ quantum field theory in the formalism with the finite time path

Transport phenomena research: 1 Hits

applied at describing engineering problems in the field of transport phenomena (over design, freeze dryin

The Second Physics and Philosophy Meeting: 1 Hits

Emergent Spacetime in the Laboratory: 1 Hits

On the Nature of Retarded Potentials and Radiation Mechanism in Electromagnetics - Physical and Philosophical Aspects: 1 Hits

Entropy in classical electromagnetism: 1 Hits

On the Nature and Development of the Scientific Method: 1 Hits