"Pseudo-MPEC" for ZTF01re

Created 2018 Dec 11 1:18:12 UT using Find_Orb

Click here for an explanation of pseudo-MPECs

 
 Astrometry: 
     ZTF01re  C2018 12 03.28762405 27 33.34 +21 29 18.0          17.46RUNEOCPI41
     ZTF01re  C2018 12 03.28797105 27 38.55 +21 28 56.0          17.46RUNEOCPI41
     ZTF01re  C2018 12 03.32147305 36 07.49 +20 49 44.4                UNEOCPI41
     ZTF01re  C2018 12 03.32182005 36 12.80 +20 49 18.0                UNEOCPI41

Station data:
(I41) Palomar Mountain--ZTF  (N33.357340 W116.859780)  US/California. 1.2-m
   f/2.44 Oschin Schmidt + CCD.

Orbital elements:  ZTF01re
   Perigee 2018 Dec 2.681363 +/- 30.4 TT = 16:21:09 (JD 2458455.181363)
Epoch 2018 Dec  3.0 TT = JDT 2458455.5                        AutoNEOCP
M   9.66114079 +/- 25               (J2000 equator)
n  30.32022100 +/- 0.38             Peri.   32.84299 +/- 34
a219844.327 +/- 5.57e+7             Node   314.70108 +/- 24
e   0.6831139 +/- 0.24              Incl.   26.78009 +/- 1.5
P  11.87d                  H 32.9   G  0.15   U 12.1  SR
q 69665.5994 +/- 1.36e+7    Q 370023.055 +/- 1.33e+9
From 4 observations 2018 Dec. 3 (49.2 min); mean residual 1".51
Residuals in arcseconds: 
181203 I41  2.1+  .88-    181203 I41  1.8-  .75+    
181203 I41  2.1-  .89+    181203 I41  1.8+  .75-    

Ephemerides (geocentric):
Date (UTC) HH   RA              Dec         delta   r     elong  mag " sig PA
---- -- -- --  -------------   -----------  ------ ------ -----  --- ---- ---
2018 12 11 01  12 20 59.940   -21 22 03.37  315524 .98389  66.4 23.9  50d  16
2018 12 11 02  12 22 49.170   -21 29 36.67  313755 .98388  66.0 23.9  50d  16
2018 12 11 03  12 24 39.841   -21 37 10.60  311952 .98387  65.5 23.9  50d  16
2018 12 11 04  12 26 32.004   -21 44 45.14  310115 .98385  65.1 23.9  50d  16
2018 12 11 05  12 28 25.716   -21 52 20.29  308244 .98384  64.7 23.9  50d  16
2018 12 11 06  12 30 21.033   -21 59 56.03  306338 .98382  64.3 23.9  50d  16
2018 12 11 07  12 32 18.014   -22 07 32.34  304398 .98381  63.9 23.9  50d  16
2018 12 11 08  12 34 16.722   -22 15 09.19  302422 .98380  63.4 24.0  50d  16
2018 12 11 09  12 36 17.224   -22 22 46.55  300411 .98379  63.0 24.0  49d  16
2018 12 11 10  12 38 19.587   -22 30 24.39  298364 .98377  62.5 24.0  49d  16
2018 12 11 11  12 40 23.883   -22 38 02.66  296281 .98376  62.1 24.0  49d  16
2018 12 11 12  12 42 30.189   -22 45 41.30  294162 .98375  61.6 24.0  49d  16
2018 12 11 13  12 44 38.583   -22 53 20.25  292005 .98374  61.2 24.1  49d  16
2018 12 11 14  12 46 49.149   -23 00 59.44  289811 .98372  60.7 24.1  49d  16
2018 12 11 15  12 49 01.974   -23 08 38.80  287580 .98371  60.2 24.1  49d  16
2018 12 11 16  12 51 17.152   -23 16 18.21  285311 .98370  59.7 24??  49d  16
2018 12 11 17  12 53 34.780   -23 23 57.59  283003 .98369  59.2 24??  49d  16
2018 12 11 18  12 55 54.959   -23 31 36.80  280656 .98368  58.7 24??  49d  16
2018 12 11 19  12 58 17.800   -23 39 15.72  278270 .98367  58.2 24??  49d  16
2018 12 11 20  13 00 43.415   -23 46 54.18  275845 .98365  57.6 24??  49d  16
2018 12 11 21  13 03 11.926   -23 54 32.02  273379 .98364  57.1 24??  49d  16
2018 12 11 22  13 05 43.462   -24 02 09.03  270872 .98363  56.5 24??  49d  16
2018 12 11 23  13 08 18.157   -24 09 45.00  268325 .98362  56.0 24??  49d  16
2018 12 12 00  13 10 56.155   -24 17 19.68  265736 .98361  55.4 24??  49d  16
2018 12 12 01  13 13 37.609   -24 24 52.81  263104 .98360  54.8 24??  49d  16
2018 12 12 02  13 16 22.681   -24 32 24.06  260430 .98359  54.2 24??  49d  16
2018 12 12 03  13 19 11.543   -24 39 53.09  257713 .98358  53.6 24??  49d  17
2018 12 12 04  13 22 04.378   -24 47 19.52  254952 .98358  53.0 24??  49d  17
2018 12 12 05  13 25 01.382   -24 54 42.92  252147 .98357  52.4 24??  49d  17
2018 12 12 06  13 28 02.762   -25 02 02.79  249297 .98356  51.7 24??  49d  17
2018 12 12 07  13 31 08.741   -25 09 18.60  246401 .98355  51.0 24??  49d  17
2018 12 12 08  13 34 19.557   -25 16 29.74  243459 .98354  50.3 24??  49d  17
2018 12 12 09  13 37 35.463   -25 23 35.52  240471 .98354  49.6 24??  49d  17
2018 12 12 10  13 40 56.733   -25 30 35.18  237435 .98353  48.9 24??  49d  17
2018 12 12 11  13 44 23.658   -25 37 27.87  234351 .98352  48.2 24??  48d  17
2018 12 12 12  13 47 56.552   -25 44 12.61  231218 .98352  47.4 24??  48d  17
2018 12 12 13  13 51 35.754   -25 50 48.32  228035 .98351  46.6 24??  48d  17
2018 12 12 14  13 55 21.626   -25 57 13.79  224803 .98350  45.8 24??  48d  17
2018 12 12 15  13 59 14.560   -26 03 27.62  221519 .98350  44.9 24??  48d  17
2018 12 12 16  14 03 14.981   -26 09 28.28  218184 .98350  44.1 25??  50d  10
2018 12 12 17  14 07 23.344   -26 15 13.99  214796 .98349  43.2 25??  50d  10
2018 12 12 18  14 11 40.147   -26 20 42.78  211356 .98349  42.3 25??  50d  10
2018 12 12 19  14 16 05.927   -26 25 52.39  207861 .98348  41.3 25??  50d  10
2018 12 12 20  14 20 41.268   -26 30 40.25  204312 .98348  40.3 25??  50d  10
2018 12 12 21  14 25 26.804   -26 35 03.46  200708 .98348  39.3 25??  50d  10
2018 12 12 22  14 30 23.229   -26 38 58.70  197047 .98348  38.2 25??  50d  10
2018 12 12 23  14 35 31.297   -26 42 22.17  193329 .98348  37.1 25??  50d  10
2018 12 13 00  14 40 51.834   -26 45 09.54  189554 .98348  36.0 25??  50d  10