de Sitter effect

E287412

The de Sitter effect is a relativistic phenomenon in celestial mechanics describing how general relativity alters the motion and precession of orbiting bodies in a gravitational field.

All labels observed (4)

Label Occurrences
geodetic effect 2
Lense–Thirring effect 1
de Sitter effect canonical 1

How this entity was disambiguated

Statements (43)

Predicate Object
instanceOf phenomenon in celestial mechanics ⓘ
prediction of general relativity ⓘ
relativistic effect ⓘ
affects argument of pericenter of an orbit ⓘ
orbital precession rate ⓘ
orientation of an orbiting gyroscope ⓘ
alsoKnownAs de Sitter precession ⓘ
linked to: de Sitter effect

geodetic effect ⓘ
linked to: de Sitter effect
appliesTo motion of gyroscopes in orbit ⓘ
motion of planets ⓘ
motion of satellites ⓘ
category astrophysics ⓘ
gravitational physics ⓘ
orbital mechanics ⓘ
cause curvature of spacetime around a massive body ⓘ
dependsOn distance of the orbiting body from the central mass ⓘ
mass of the central body ⓘ
orbital velocity of the test body ⓘ
describes relativistic correction to orbital motion in a gravitational field ⓘ
relativistic precession of orbiting bodies ⓘ
field celestial mechanics ⓘ
general relativity ⓘ
hasExample precession of gyroscopes in Earth orbit ⓘ
precession of the Moon’s orbit due to the Sun’s gravity ⓘ
isComponentOf post-Newtonian corrections to orbital motion ⓘ
relativistic perihelion precession ⓘ
isPartOf tests of general relativity in the Solar System ⓘ
isTypeOf gravitational precession ⓘ
spin–orbit coupling effect in general relativity ⓘ
measuredIn arcseconds per year ⓘ
namedAfter Willem de Sitter ⓘ
occursIn weak-field limit of general relativity ⓘ
predictedBy Willem de Sitter ⓘ
predictionYear 1916 ⓘ
regime post-Newtonian approximation ⓘ
relatedTo Lense–Thirring effect ⓘ
frame-dragging ⓘ
geodetic precession ⓘ
testedBy Earth–Moon system dynamics ⓘ
Lunar Laser Ranging experiments ⓘ
binary pulsar timing observations ⓘ
usesConcept geodesic motion in curved spacetime ⓘ
parallel transport of spin in curved spacetime ⓘ

How these facts were elicited

Referenced by (5)

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

Willem de Sitter → hasConceptNamedAfter → de Sitter effect ⓘ
Mach principle → relatedTo → Lense–Thirring effect ⓘ
linked to: de Sitter effect
de Sitter effect → alsoKnownAs → geodetic effect ⓘ
linked to: de Sitter effect
de Sitter effect → alsoKnownAs → de Sitter precession ⓘ
linked to: de Sitter effect
Lense–Thirring effect → relatedTo → geodetic effect ⓘ
linked to: de Sitter effect