special relativity

E32548

Special relativity is Einstein’s theory of space and time that explains how measurements of distance, duration, and simultaneity depend on the relative motion of observers moving at constant velocities.

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Statements (51)

Predicate Object
instanceOf physical theory
theory of relativity
theory of space and time
alsoKnownAs special relativity
surface form: special theory of relativity
appliesTo electromagnetism
high-velocity phenomena
inertial reference frames
assumes constancy of the speed of light in vacuum
principle of relativity
consistentWith Maxwell's equations
surface form: Maxwell’s equations
contradicts Newtonian absolute space
Newtonian absolute time
defines spacetime interval
definesLorentzFactorAs γ = 1 / sqrt(1 - v^2/c^2)
eliminates need for luminiferous aether
formulatedBy Albert Einstein
generalizedBy general relativity
hasKeyEquation E = mc^2
E^2 = (pc)^2 + (mc^2)^2
t' = \gamma (t - vx/c^2)
x' = \gamma (x - vt)
implies Lorentz invariance
length contraction
mass–energy equivalence
relativity of simultaneity
time dilation
upper limit on signal speed
velocity addition formula
influenced modern particle physics
quantum field theory
involves Lorentz factor
predicts moving objects contract along direction of motion
muon lifetime dilation in Earth’s atmosphere
relativistic Doppler effect
relativistic kinetic energy
relativistic momentum increase with speed
simultaneity is frame-dependent
time runs slower for moving clocks
twin paradox scenario
publicationYear 1905
replaces Galilean transformations
states laws of physics are the same in all inertial frames
speed of light in vacuum is the same for all inertial observers
symbolForLorentzFactor γ
testedBy atomic clock experiments
particle accelerator experiments
treats space and time as a unified spacetime
usedIn GPS time corrections
uses Lorentz transformation
surface form: Lorentz transformations

Minkowski space-time
surface form: Minkowski spacetime
validWhen gravitational fields are negligible

Referenced by (30)

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

Lorentz transformation partOf special relativity
relativity of simultaneity subfield special relativity
Standard Model basedOn special relativity
Newtonian absolute space incompatibleWith special relativity
Henri Poincaré fieldOfWork special relativity
Gauss's law for magnetism validIn special relativity
Lorentz contraction field special relativity
Lorentz contraction fullyExplainedBy special relativity
this entity surface form: Einstein’s special theory of relativity
special relativity alsoKnownAs special relativity
this entity surface form: special theory of relativity
Lorentz group relatedTo special relativity
Ives–Stilwell experiment testedTheory special relativity
quantum electrodynamics basedOn special relativity
Trouton–Noble experiment supportsTheory special relativity
general relativity generalizes special relativity
Einstein synchronization convention field special relativity
quantum field theory combines special relativity
Lorentz ether theory historicalPrecursorOf special relativity
Spacetime Physics (with Edwin Taylor) topic special relativity
subject surface form: Spacetime Physics
this entity surface form: Einstein's special theory of relativity
Nuclei and Particles relatedDiscipline special relativity
The Foundation of the General Theory of Relativity follows special relativity
this entity surface form: special theory of relativity
Minkowski interval hasDomain special relativity
Hafele–Keating experiment testedTheory special relativity
Doppler effect relatedTo special relativity
Roy J. Kennedy testsTheory special relativity
subject surface form: Kennedy–Thorndike experiment
G. R. Stilwell testedTheory special relativity
Space and Time mainTopic special relativity
subject surface form: Space and Time (chapter)
textbook "A First Course in General Relativity" topic special relativity
subject surface form: A First Course in General Relativity
The Mathematical Theory of Relativity influencedBy special relativity
this entity surface form: special theory of relativity
Minkowski metric η_{μν} usedInTheory special relativity
H. R. Noble testedTheory special relativity
subject surface form: Trouton–Noble experiment