electromagnetic potential वाक्य
उदाहरण वाक्य
मोबाइल
- The KG equation is applicable to spinless charged bosons in an external electromagnetic potential.
- Introducing the electromagnetic potential paravector defined as:
- According to Heaviside, the electromagnetic potential field was arbitrary and needed to be " murdered ".
- This set of ionic and electrical functional alterations thus generates the fields of electromagnetic potentials or electromagnetic dipoles.
- A simpler formulation more commonly encountered in the literature and used in theory use the electromagnetic potential formulation, presented next.
- In 1881 Oliver Heaviside replaced Maxwell's electromagnetic potential field by'force fields'as the centrepiece of electromagnetic theory.
- Which are the solutions to Maxwell's equations in the potential formulation, then substituting in the definitions of the electromagnetic potentials themselves
- :electrons are keep binded to the nucleus by an "'electromagnetic potential "', see Schrodinger's equation.
- The first Maxwell equation is satisfied automatically if we define the field tensor in terms of an electromagnetic potential vector \ vec { A }.
- For example, the Dirac Hamiltonian for a particle of mass and electric charge in an electromagnetic field ( described by the electromagnetic potentials and ) is:
- An alternative simpler transformation of the EM field uses the electromagnetic potentials-the electric potential ? and magnetic potential "'A " ':
- :: Actually, being bound by an electromagnetic potential in ordinary quantum mechanics is " equivalent " to exchanging virtual photons in quantum field theory.
- Electromagnetic fields, electromagnetic potentials Wave function, quarks, quasi-particles, etc, all were at some point considred by some as simple mathematical artifacts.
- The Ampere-Gauss definition of the electric current is not sufficient to determine its value because the electromagnetic potential ( from which it was ultimately derived ) has not been given a value.
- In the context of special relativity, it is natural to join the magnetic vector potential together with the ( scalar ) electric potential into the electromagnetic potential, also called " four-potential ".
- Like the electromagnetic potential "'A "'the Dirac string is not gauge invariant ( it moves around with fixed endpoints under a gauge transformation ) and so is also not directly measurable.
- The paper observed that the electromagnetic field is non-linear when expressed in terms of the electromagnetic potentials-- yet Maxwell's equations are linear due to the original modeling of charge and current.
- Instead, the usual procedure is to equate the electric current to some expression in terms of other fields, mainly the electron and proton, and then solve for the electromagnetic displacement, electromagnetic field, and electromagnetic potential.
- The LP effect can be seen as a result of the requirement that quantum physics be invariant with respect to the gauge choice for the electromagnetic potential, of which the magnetic vector potential "'A "'forms part.
- The magnetic Aharonov Bohm effect can be seen as a result of the requirement that quantum physics be invariant with respect to the gauge choice for the electromagnetic potential, of which the magnetic vector potential "'A "'forms part.
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