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Conjunctions

Close approaches within 5 km between satellites in the portal catalog and other objects in orbit over the next seven days. The table is updated three times a day.
Last updated, UTC: 2026-10-14 16:30
Time of closest approach, UTC Object 1 Object 2 Distance, km Speed, km/s Max. probability
2026-10-19 17:27:05 STARLINK-5868
NORAD 56483
TRANSPORTER-18 OBJECT AW
NORAD 100927
2.381 10.45 1.8e-05
2026-10-19 02:21:55 ICEYE-X86
NORAD 100910
TRANSPORTER-18 OBJECT AW
NORAD 100927
0.610 0.00 1.2e-05
2026-10-15 16:41:42 STARLINK-37668
NORAD 100432
TRANSPORTER-18 OBJECT AW
NORAD 100927
3.763 14.66 3.9e-06
2026-10-14 19:20:23 TRANSPORTER-18 OBJECT AW
NORAD 100927
TRANSPORTER-18 OBJECT BG
NORAD 100937
1.581 0.00 2.6e-06
2026-10-14 20:18:44 TRANSPORTER-18 OBJECT AW
NORAD 100927
TRANSPORTER-18 OBJECT BG
NORAD 100937
1.192 0.00 2.6e-06
2026-10-14 21:13:42 TRANSPORTER-18 OBJECT AW
NORAD 100927
TRANSPORTER-18 OBJECT BG
NORAD 100937
1.327 0.00 2.6e-06
2026-10-18 02:46:49 OBJECT Z
NORAD 67271
TRANSPORTER-18 OBJECT AW
NORAD 100927
2.636 0.40 6.3e-07
2026-10-19 03:14:03 SUPERVIEW NEO-1 01
NORAD 52320
TRANSPORTER-18 OBJECT AW
NORAD 100927
2.960 0.06 5.0e-07
2026-10-18 13:09:44 TRANSPORTER-18 OBJECT AW
NORAD 100927
COSMOS 2251 DEB
NORAD 36047
4.019 7.71 2.4e-07
2026-10-14 22:56:13 TRANSPORTER-18 OBJECT AW
NORAD 100927
TRANSPORTER-18 OBJECT BG
NORAD 100937
4.481 0.01 2.2e-07
2026-10-14 17:38:43 TRANSPORTER-18 OBJECT AW
NORAD 100927
TRANSPORTER-18 OBJECT BG
NORAD 100937
4.647 0.01 2.0e-07
2026-10-17 22:04:39 IRIDE-MS1-EAGLET 2-16
NORAD 68452
TRANSPORTER-18 OBJECT AW
NORAD 100927
3.738 12.54 2.0e-07
2026-10-16 00:11:27 IRIDE-MS1-EAGLET 2-12
NORAD 68461
TRANSPORTER-18 OBJECT AW
NORAD 100927
4.409 12.54 1.4e-07
2026-10-15 14:41:50 DB-PFW
NORAD 68466
TRANSPORTER-18 OBJECT AW
NORAD 100927
4.551 12.57 1.3e-07
2026-10-19 06:26:51 TRANSPORTER-18 OBJECT AW
NORAD 100927
PEGASUS DEB
NORAD 39922
4.616 14.99 7.7e-08

Data: CelesTrak SOCRATES Plus, computed from TLEs of the public catalog. This is an estimate, not grounds for a manoeuvre: TLEs carry no covariance, and the maximum probability assumes a position error.