Lagrangian of a scalar field:Classical Scalar Field in Four Dimensions
Classical Scalar Field in Four Dimensions
Wehavedevelopedacovariantclassicaltheoryforascalarfield.TheLagrangiandensityisaLorentzscalarfunction.Wehaveincludedaninteractiontermto ...。其他文章還包含有:「IntuitiveexplanationforthefreefieldLagrangian?」、「Lagrangian(fieldtheory)」、「LagrangianFieldTheory」、「Lagrangianformalismforfields」、「Lagrangians」、「lagrangiansandfieldsTounderstandwhatscalar...」、「Scalarfieldtheory」、「The...
查看更多 離開網站Intuitive explanation for the free field Lagrangian?
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For a scalar field, this lagrangian is the simplest one which is invariant under Lorentz transformations. There is no other explanations for ...
Lagrangian (field theory)
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In Lagrangian field theory, the Lagrangian as a function of generalized coordinates ... The Lagrangian for a scalar field moving in a potential V ( ϕ ) ...
Lagrangian Field Theory
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We consider each field to be a scalar field on four-dimensional spacetime. We assume that the system can be described by a Lagrangian density.
Lagrangian formalism for fields
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The Lagrangian formalism is one of the main tools of the description of the dynamics of a vast variety of physical systems including systems ...
Lagrangians
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Real scalar field. This Lagrangian implies that ϕ satisfies a wave equation: kinetic term mass term. L as defined so ...
lagrangians and fields To understand what scalar ...
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For quantum mechanics, we want a Lagrangian that will yield the Klein–Gordon equation. If φ is a single real scalar field, then the required Lagrangian is. L ...
Scalar field theory
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A scalar field is invariant under any Lorentz transformation. The only fundamental scalar quantum field that has been observed in nature is the Higgs field.
The Lagrangian in Scalar Field Theory
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A scalar field and the derivatives both have dimension of [mass]2 and the Lagrangian density has dimension [mass]4, so c should be dimensionless ...