Rindler horizon

E590890

The Rindler horizon is the observer-dependent boundary in spacetime beyond which a uniformly accelerating observer cannot receive signals, analogous to a black hole event horizon.

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All labels observed (1)

Label Occurrences
Rindler horizon canonical 2

Statements (47)

Predicate Object
instanceOf causal horizon
feature of Minkowski spacetime
observer-dependent horizon
relativistic concept
analogOf Schwarzschild black hole event horizon NERFINISHED
appearsIn literature on black hole thermodynamics
relativity textbooks
associatedWithObserver constant proper acceleration
coordinateSingularityOf Rindler coordinates NERFINISHED
coordinateSystem Rindler coordinates NERFINISHED
definedFor uniformly accelerating observer
definedIn flat spacetime
dependsOn observer’s acceleration
emergesFrom restriction of Minkowski spacetime to an accelerated observer’s worldline
field general relativity NERFINISHED
special relativity
theoretical physics
hasConsequence thermal spectrum for accelerated observers (Unruh temperature)
hasGeometricNature lightlike surface
hasInterpretation event horizon for accelerated observer
hasLimitingSpeed speed of light for signals approaching the horizon
hasNameOrigin named after Wolfgang Rindler
hasProperty analogous to black hole event horizon
causal boundary
no signals can cross from beyond to the observer
null surface
observer-dependent
one-way causal barrier
hasRegionBehind causally disconnected region
implies loss of access to part of Minkowski spacetime
mathematicalDescription boundary of the Rindler wedge in Minkowski spacetime
notPresentFor inertial observer in Minkowski spacetime
occursIn Rindler coordinates NERFINISHED
Rindler spacetime NERFINISHED
preventsReceptionOf signals from beyond the horizon
relatedTo Hawking radiation NERFINISHED
Minkowski vacuum NERFINISHED
Rindler wedge NERFINISHED
Unruh effect NERFINISHED
causal structure of spacetime
event horizon
uniform acceleration
satisfies equations of null hypersurfaces in Minkowski spacetime
usedIn analogy between acceleration and gravity
derivations of Unruh effect
pedagogical models of black hole horizons
studies of quantum field theory in curved spacetime

Referenced by (2)

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

Unruh effect relatedTo Rindler horizon
Wolfgang Rindler knownFor Rindler horizon