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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: 2026-10-11 08:30
Time of closest approach, UTC Object 1 Object 2 Distance, km Speed, km/s Max. probability
2026-10-15 15:19:12 LEMUR-2-ALYX
NORAD 69928
CZ-6A DEB
NORAD 56586
0.438 14.97 8.3e-06
2026-10-13 22:46:26 LEMUR-2-ALYX
NORAD 69928
NOAA 16 DEB
NORAD 41348
1.282 12.05 1.8e-06
2026-10-11 18:13:27 LEMUR-2-ALYX
NORAD 69928
NOAA 12 DEB
NORAD 37831
1.028 14.87 1.6e-06
2026-10-17 13:24:44 LIDE
NORAD 64869
LEMUR-2-ALYX
NORAD 69928
1.192 14.79 1.2e-06
2026-10-16 15:52:04 GRUS-3A
NORAD 69885
LEMUR-2-ALYX
NORAD 69928
2.361 0.03 7.9e-07
2026-10-12 12:06:59 LEMUR-2-EMARCHIA
NORAD 68492
LEMUR-2-ALYX
NORAD 69928
2.865 7.21 4.8e-07
2026-10-13 21:05:40 LEMUR-2-PEGGY-2004
NORAD 68479
LEMUR-2-ALYX
NORAD 69928
2.963 7.23 4.5e-07
2026-10-12 12:07:38 SPEAR-1B
NORAD 69888
LEMUR-2-ALYX
NORAD 69928
3.205 0.02 4.3e-07
2026-10-12 13:43:30 LEMUR-2-EMARCHIA
NORAD 68492
LEMUR-2-ALYX
NORAD 69928
3.359 7.21 3.5e-07
2026-10-13 17:08:38 LEMUR-2-ALYX
NORAD 69928
NOAA 16 DEB
NORAD 41348
3.125 12.09 3.0e-07
2026-10-11 17:36:53 LEMUR-2-EMARCHIA
NORAD 68492
LEMUR-2-ALYX
NORAD 69928
3.898 7.19 2.6e-07
2026-10-11 16:00:22 LEMUR-2-EMARCHIA
NORAD 68492
LEMUR-2-ALYX
NORAD 69928
4.137 7.19 2.3e-07
2026-10-12 10:30:27 LEMUR-2-EMARCHIA
NORAD 68492
LEMUR-2-ALYX
NORAD 69928
4.279 7.21 2.2e-07
2026-10-17 07:55:12 LEMUR-2-ALYX
NORAD 69928
CZ-4C DEB
NORAD 42672
3.934 11.53 2.0e-07
2026-10-11 11:05:34 LEMUR-2-ALYX
NORAD 69928
COSMOS 397 DEB
NORAD 20090
4.072 11.42 1.9e-07
2026-10-13 15:32:07 LEMUR-2-ALYX
NORAD 69928
NOAA 16 DEB
NORAD 41348
4.041 12.09 1.8e-07
2026-10-13 05:56:15 ICEYE-X52
NORAD 64572
LEMUR-2-ALYX
NORAD 69928
3.427 14.34 1.7e-07
2026-10-13 21:09:55 LEMUR-2-ALYX
NORAD 69928
NOAA 16 DEB
NORAD 41348
4.796 12.05 1.3e-07

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.