Приклади вживання Maxwell's equations Англійська мовою та їх переклад на Українською
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What Are Maxwell's Equations?
Maxwell's Equations in differential form.
Take for example Maxwell's equations.
Maxwell's Equations completely describe electromagnetic phenomena.
This seems to violate Maxwell's equations.
PSSD solves Maxwell's equations by propagating them forward in a chosen spatial direction.
A magnetic field, which obey Maxwell's equations.
Key words: Maxwell's equations, wave equations, Sagnac efect, ring laser gyro.
Clearly, either Newton's laws or Maxwell's equations were wrong.
Maxwell's equations allow us to express the interaction of vectors of electric and magnetic tension;
These techniques do not directly solve Maxwell's equations, but instead treat light as rays.
Perhaps Maxwell's equations work for all, he thought, but the speed of light was always constant.
As initial we use the quasihydrodynamic equation, the continuity equation and Maxwell's equations.
Maybe Maxwell's equations worked for everybody, he thought, but the speed of light was always constant.
Another, perhaps better,example from Einstein's life occurred in 1905 after Newton's physics and Maxwell's equations.
Electrodynamic problem was solved based on Maxwell's equations with taking into account a magnetic current of radial magnetic dipole.
Maxwell's equations and the equations for electromagnetic waves have, in general, two possible solutions: a retarded(delayed) solution and an advanced one.
Between 1861 and 1865, James Clerk Maxwell developed and published Maxwell's equations, which explained and united all of classical electricity and magnetism.
The system of Maxwell's equations also includes constitutive relations that characterize the behavior of different media in the electromagnetic field.
Another better, example from Einstein's life occurred in 1905 after he had spentan evening unsuccessfully trying to reconcile Newtonian physics and Maxwell's equations.
Eigenmode expansion can solve Maxwell's equations in 2D and 3D and can provide a fully vectorial solution provided that the mode solvers are vectorial.
His demonstrations that a changing magnetic field produces an electric field, mathematically modeled by Faraday's law of induction,would subsequently become one of Maxwell's equations.
Even before relativity, it was well known that Maxwell's equations for electromagnetism and, before that, Newton's for mechanics were symmetrical with respect to time.
Another, perhaps better, example from Einstein's life occurred in 1905 after he hadspent an evening unsuccessfully trying to reconcile Newtonian physics and Maxwell's equations.
Maxwell's equations(in partial differential form) are modified to central-difference equations, discretized, and implemented in software.
Despite the rapid development of electronics and electrical engineering, the displacement currents are still poorly known[1],and mostly theoretical conclusions from Maxwell's equations.
First, the stationary field would violate Maxwell's equations, the mathematical laws, which were laid all physicists knew about electricity, magnetism and light.
First, there were the laws like Maxwell's equations and general relativity that determined the evolution of the universe, given its state over all of space at one time.
For starters, such stationary fields would violate Maxwell's equations, the mathematical laws that codified everything physicists at the time knew about electricity, magnetism, and light.
As part of the research based on the Maxwell's equations, the electrodynamic problem about eigenmodes of radially three-layer cylindrical and spherical dielectric resonators was solved for the first time.