Poynting theorem

E362048

The Poynting theorem is a fundamental principle in electromagnetism that expresses the conservation of electromagnetic energy by relating the flow of energy, energy density, and work done on charges.

All labels observed (1)

Label Occurrences
Poynting theorem canonical 3

How this entity was disambiguated

Statements (45)

Predicate Object
instanceOf physical law ⓘ
theorem in electromagnetism ⓘ
appliesTo macroscopic Maxwell equations ⓘ
time-varying electromagnetic fields ⓘ
assumes validity of Maxwell equations ⓘ
category classical field theory ⓘ
conservation laws ⓘ
electromagnetic theory ⓘ
describes conservation of electromagnetic energy ⓘ
expresses local energy conservation for electromagnetic fields ⓘ
field electromagnetism ⓘ
hasDifferentialForm ∂u/∂t + ∇·S + J·E = 0 ⓘ
hasGeneralization covariant energy-momentum conservation in electrodynamics ⓘ
hasIntegralForm d/dt ∫_V u dV = - ∮_∂V S·dA - ∫_V J·E dV ⓘ
implies electromagnetic waves carry energy ⓘ
energy can be transferred through the electromagnetic field ⓘ
involves Poynting vector ⓘ
current density ⓘ
electric field ⓘ
magnetic field ⓘ
isAnalogousTo conservation of mechanical energy ⓘ
isFormulatedInTermsOf Maxwell equations ⓘ
linked to: Maxwell's equations

Poynting vector S = E × H ⓘ
electromagnetic energy density u ⓘ
isNamedAfter John Henry Poynting ⓘ
isRelatedTo continuity equation for energy ⓘ
isTaughtIn graduate electrodynamics courses ⓘ
undergraduate electromagnetism courses ⓘ
isUsedIn antenna theory ⓘ
electromagnetic wave theory ⓘ
microwave engineering ⓘ
optics ⓘ
power flow calculations in transmission lines ⓘ
radiation pressure analysis ⓘ
waveguides analysis ⓘ
relates electromagnetic energy density ⓘ
electromagnetic energy flux ⓘ
work done on charges ⓘ
states the decrease of electromagnetic energy in a volume equals the net energy flux out plus work done on charges ⓘ
usesSymbol E for electric field ⓘ
H for magnetic field intensity ⓘ
J for current density ⓘ
S for Poynting vector ⓘ
u for electromagnetic energy density ⓘ
yearProposed 1884 ⓘ

How these facts were elicited

Referenced by (3)

Full triples — surface form annotated when it differs from this entity's canonical label.

Poynting vector → isComponentOf → Poynting theorem ⓘ
John Henry Poynting → knownFor → Poynting theorem ⓘ
John Henry Poynting → notableConcept → Poynting theorem ⓘ