2024-11-26 / UCAC4 610-035822 / (120) Lachesis
| # | OBS | Observer | Occ | Meth. | Instr. | CC |
TSRC | UT1 | UT2 | UT3 | UT4 | UT2E | UT3E | Dur. | Chrd |
| 1 |
show |
Henk de Groot |
O+ |
VID |
M350 |
NL |
GPS |
05:22:52 |
5:24:46.28 |
5:24:51.68 |
05:26:55 |
0.02 |
0.02 |
5.40 |
47.0 |
UT1/UT4: Begin/End of observation | UT2/UT3: Begin/End of occultation | Dur: Reported duration in seconds | Chrd: Corresponding chord length in km |
More
1 observation found in db: sodis
Available (probably) matching predictions (click on the link to switch):
Sky projection (artificial light) for occ. time: 2024-11-26, 05:24 UT (JD = 2460640.725)
| DAMIT | Q | P (h) | λ, β | JD0 | JD-JD0 | φ0 | Version | Modified | Vol-equiv D | Cmnt |
| # 943 | None | 46.551 |
256°, 39° |
2.445042e6 | 15598.7 | 0.0° |
None | None |
not scaled |
2016-01-04 |
| # 944 | None | 46.550 |
82°, 55° |
2.445042e6 | 15598.7 | 0.0° |
None | None |
not scaled |
2016-01-04 |
Q: model quality flag (0-5, 5=highest) | P: rotation period | λ,β: ecl. lon. and lat. of spin axis (J2000) | JD: initial time (epoch) | φ0: initial rotation angle for JD0
Image size: 300px. Transparent image background for copy & paste
| Map with groundtrack and observer stations |
| Event Details |
|
Occultation UUID [and DB] : a93bc110-ddb5-11f0-547e-12aefbaac368 [observed]
Occultation Date + Time : 2024-11-26 at 05:28:55 UT +/- 0.01 min [1]
Object Designation : (120) Lachesis
Orbit Class : MBA
Star Designation : GDR3 0937212548898441728
Star Coordinates (ICRF) : RA = 06 45 57.0017, DE = +31 57 52.842 [2]
Star Magnitudes : G = 10.59 mag, RP = 9.76 mag, BP = 11.33 mag
Object Magnitude : V = 12.87 mag
Estimated Magnitude Drop : 2.4 mag
Estimated Max. Duration : 20.0 sec
Object Mean Diameter : 174.1 km (src: astorb)
Speed of the shadow : 8.7 km/s
Elongation to Moon & Sun : 89° (sunlit = 22%), Sun = 144°
Cross-track uncertainty : 0.7 mas = 1 km = 0.01 path-width (1-sig)
RUWE and duplicate source : 1.05 mas, dup.src = 0 (0:false, 1:true)
Ephemeris Reference : JPL#161
Note : FP:true
[1] time t0 of closest geocentric approach c/a, [2] including proper motion until t0
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