Kurs

E1044073

Kurs is a Russian automated docking and rendezvous system used to guide spacecraft in approaching and docking with orbital stations like Mir and the International Space Station.

All labels observed (1)

Label Occurrences
Kurs canonical 2

How this entity was disambiguated

Statements (47)

Predicate Object
instanceOf automated rendezvous system ⓘ
spacecraft docking system ⓘ
backupBy TORU manual docking system ⓘ
basedOn radar ranging ⓘ
radio telemetry ⓘ
controls spacecraft thrusters during docking ⓘ
countryOfOrigin Russia ⓘ
dataType angular position data ⓘ
range data ⓘ
range rate data ⓘ
developedIn Soviet Union ⓘ
domain spaceflight ⓘ
enables automatic approach to docking port ⓘ
automatic final docking maneuvers ⓘ
function measure relative distance between spacecraft and station ⓘ
measure relative orientation between spacecraft and station ⓘ
measure relative velocity between spacecraft and station ⓘ
hasComponent Kurs-A ⓘ
Kurs-P ⓘ
hasVariant Kurs-NA ⓘ
Kurs-PA ⓘ
introducedInPeriod 1980s ⓘ
manufacturer Russian space industry ⓘ
notableUpgrade Kurs-NA digital version ⓘ
operator Roscosmos ⓘ
replaced Igla docking system ⓘ
replacedComponent older analog Kurs hardware on some vehicles ⓘ
requires antenna arrays on orbital station ⓘ
antenna arrays on visiting spacecraft ⓘ
safetyRole reduces need for manual piloting during docking ⓘ
status operational ⓘ
subfield spacecraft guidance, navigation and control ⓘ
typicalDockingTarget Russian Orbital Segment of the ISS ⓘ
usedBy Russian space program ⓘ
Soviet space program ⓘ
usedFor automated spacecraft docking ⓘ
automated spacecraft rendezvous ⓘ
usedOn Progress spacecraft ⓘ
Soyuz spacecraft ⓘ
usedOnMission Progress M missions ⓘ
Progress MS missions ⓘ
Soyuz MS missions ⓘ
linked to: Soyuz MS-01

Soyuz TM missions ⓘ
Soyuz TMA missions ⓘ
linked to: Soyuz-TMA
usedWith International Space Station ⓘ
Mir ⓘ
Salyut 7 ⓘ

How these facts were elicited

Referenced by (2)

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

Kurs-NP → basedOn → Kurs ⓘ