Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Galilean_electromagnetism> ?p ?o }
Showing triples 1 to 43 of
43
with 100 triples per page.
- Galilean_electromagnetism abstract "Galilean electromagnetism is a formal electromagnetic field theory that is consistent with Galilean invariance. Galilean electromagnetism is useful for describing the electric and magnetic fields in the vicinity of charged bodies moving at non-relativistic speeds relative to the frame of reference. The resulting mathematical equations are simpler than the fully relativistic forms because certain coupling terms are neglected. In electrical networks, Galilean electromagnetism provides possible tools to derive the equations used in low-frequency approximations in order to quantify the current crossing a capacitor or the voltage induced in a coil. As such, Galilean electromagnetism can be used to regroup and explain the somehow dynamic but non-relativistic quasistatic approximations of Maxwell's equations.".
- Galilean_electromagnetism wikiPageExternalLink faradays-law-and-galilean-invariance.
- Galilean_electromagnetism wikiPageID "49197559".
- Galilean_electromagnetism wikiPageLength "8040".
- Galilean_electromagnetism wikiPageOutDegree "32".
- Galilean_electromagnetism wikiPageRevisionID "706841494".
- Galilean_electromagnetism wikiPageWikiLink Albert_Einstein.
- Galilean_electromagnetism wikiPageWikiLink Category:Electrodynamics.
- Galilean_electromagnetism wikiPageWikiLink Category:Electromagnetism.
- Galilean_electromagnetism wikiPageWikiLink Displacement_current.
- Galilean_electromagnetism wikiPageWikiLink Dynamics_(mechanics).
- Galilean_electromagnetism wikiPageWikiLink Electrical_network.
- Galilean_electromagnetism wikiPageWikiLink Electromagnetic_field.
- Galilean_electromagnetism wikiPageWikiLink Electromagnetism.
- Galilean_electromagnetism wikiPageWikiLink Electromotive_force.
- Galilean_electromagnetism wikiPageWikiLink Electrostatics.
- Galilean_electromagnetism wikiPageWikiLink Faradays_law_of_induction.
- Galilean_electromagnetism wikiPageWikiLink Galilean_invariance.
- Galilean_electromagnetism wikiPageWikiLink Hendrik_Lorentz.
- Galilean_electromagnetism wikiPageWikiLink Isaac_Newton.
- Galilean_electromagnetism wikiPageWikiLink James_Clerk_Maxwell.
- Galilean_electromagnetism wikiPageWikiLink Lorentz_covariance.
- Galilean_electromagnetism wikiPageWikiLink Magnetostatics.
- Galilean_electromagnetism wikiPageWikiLink Maxwells_equations.
- Galilean_electromagnetism wikiPageWikiLink Mechanics.
- Galilean_electromagnetism wikiPageWikiLink Newtons_laws_of_motion.
- Galilean_electromagnetism wikiPageWikiLink Principle_of_relativity.
- Galilean_electromagnetism wikiPageWikiLink Quasistatic_approximation.
- Galilean_electromagnetism wikiPageWikiLink Special_relativity.
- Galilean_electromagnetism wikiPageWikiLinkText "Galinean limits of electromagnetism".
- Galilean_electromagnetism wikiPageUsesTemplate Template:Div_col.
- Galilean_electromagnetism wikiPageUsesTemplate Template:Div_col_end.
- Galilean_electromagnetism wikiPageUsesTemplate Template:Efn.
- Galilean_electromagnetism wikiPageUsesTemplate Template:Reflist.
- Galilean_electromagnetism wikiPageUsesTemplate Template:Rp.
- Galilean_electromagnetism subject Category:Electrodynamics.
- Galilean_electromagnetism subject Category:Electromagnetism.
- Galilean_electromagnetism hypernym Theory.
- Galilean_electromagnetism type Work.
- Galilean_electromagnetism comment "Galilean electromagnetism is a formal electromagnetic field theory that is consistent with Galilean invariance. Galilean electromagnetism is useful for describing the electric and magnetic fields in the vicinity of charged bodies moving at non-relativistic speeds relative to the frame of reference. The resulting mathematical equations are simpler than the fully relativistic forms because certain coupling terms are neglected.".
- Galilean_electromagnetism label "Galilean electromagnetism".
- Galilean_electromagnetism wasDerivedFrom Galilean_electromagnetism?oldid=706841494.
- Galilean_electromagnetism isPrimaryTopicOf Galilean_electromagnetism.