J/AJ/159/154 Exoplanet candidates in Campaign 5 of the K2 mission (Zink+, 2020)
Scaling K2.
II. Assembly of a fully automated C5 planet candidate catalog using EDI-Vetter.
Zink J.K., Hardegree-Ullman K.K., Christiansen J.L., Dressing C.D.,
Crossfield I.J.M., Petigura E.A., Schlieder J.E., Ciardi D.R.
<Astron. J., 159, 154 (2020)>
=2020AJ....159..154Z 2020AJ....159..154Z
ADC_Keywords: Exoplanets; Photometry; Stars, diameters; Optical
Keywords: Exoplanet catalogs ; Planetary science ; Astronomy data analysis
Abstract:
We present a uniform transiting exoplanet candidate list for Campaign
5 of the K2 mission. This catalog contains 75 planets with seven
multi-planet systems (five double, one triple, and one quadruple
planet system). Within the range of our search, we find eight
previously undetected candidates, with the remaining 67 candidates
overlapping 51% of the study of Kruse+, (2019, J/ApJS/244/11) that
manually vets candidates from Campaign 5. In order to vet our
potential transit signals, we introduce the Exoplanet Detection
Identification Vetter (EDI-Vetter), which is a fully automated program
able to determine whether a transit signal should be labeled as a
false positive or a planet candidate. This automation allows us to
create a statistically uniform catalog, ideal for measurements of
planet occurrence rate. When tested, the vetting software is able to
ensure that our sample is 94.2% reliable against systematic false
positives. Additionally, we inject artificial transits at the
light-curve level of the raw K2 data and find that the maximum
completeness of our pipeline is 70% before vetting and 60% after
vetting. For convenience of future studies of occurrence rate, we
include measurements of stellar noise (CDPP; combined differential
photometric precision --Christiansen+ 2012, J/PASP/124/1279) and the
three-transit window function for each target.
File Summary:
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FileName Lrecl Records Explanations
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ReadMe 80 . This file
table1.dat 162 25031 *The combined differential photometric precision
(CDPP) and window function measurements for each
stellar target
table3.dat 150 75 The campaign 5 planet candidates catalog
fig11.dat 1409 25029 *The measured window function for all targets in
Campaign 5 (data behind figure 11)
plot.dat 21 5005800 The measured window function for all targets in
campaign 5 including Periods; table added by CDS
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Note on table1.dat: In Christiansen+ (2012, J/PASP/124/1279) the combined
differential photometric precision (CDPP) metric was defined to create
a quantitative measure of the expected stellar variability and
systematic noise. In other words, the CDPP tells us how strong a
signal must be in order to overcome the noise present in the light curve.
See Section 4 for further details.
Note on fig11.dat: The window function gives the probability (prob) that a
certain period (P) will meet the requirement of a minimum of three
transits for TCE consideration within the span (tspan) of the
available light curve. tspan for K2 Campaign 5 is nominally
74.82days. See Section 7 for further details.
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See also:
IV/34 : K2 Ecliptic Plane Input Catalog (EPIC) (Huber+, 2017)
I/345 : Gaia DR2 (Gaia Collaboration, 2018)
J/A+A/529/A75 : Limb-darkening coefficients (Claret+, 2011)
J/PASP/124/1279 : Q3 Kepler's combined photometry (Christiansen+, 2012)
J/ApJS/204/24 : Kepler planetary candidates. III. (Batalha+, 2013)
J/ApJS/207/35 : Kepler pipeline signal-to-noise studies (Christiansen+, 2013)
J/ApJ/767/95 : Stellar parameters of smallest KIC stars (Dressing+, 2013)
J/ApJ/775/L11 : Stellar rotation periods for KOIs (McQuillan+, 2013)
J/ApJ/809/8 : Terrestrial planet occurrence for KOI stars (Burke+, 2015)
J/ApJ/810/95 : Kepler pipeline S/N studies. II (Christiansen+, 2015)
J/ApJ/807/45 : Potent. habitable planets orbiting M dwarfs (Dressing+, 2015)
J/ApJ/814/130 : Planet occurrence rates calculated for KOIs (Mulders+, 2015)
J/ApJS/217/31 : Kepler planetary candidates. VI. 4yr Q1-Q16 (Mullally+, 2015)
J/ApJS/217/16 : Kepler planetary candidates. V. 3yr Q1-Q12 (Rowe+, 2015)
J/A+A/594/A100 : K2 new planetary and EB candidates (Barros+, 2016)
J/ApJS/224/12 : Kepler planetary candidates. VII. 48-month (Coughlin+, 2016)
J/ApJS/226/7 : Planet candidates discovered using K2 (Crossfield+, 2016)
J/ApJS/224/2 : K2 EPIC stellar properties for 138600 targets (Huber+, 2016)
J/ApJS/222/14 : Planetary candidates from 1st K2 mission (Vanderburg+, 2016)
J/AJ/154/207 : K2 planetary systems orbiting low-mass stars (Dressing+,2017)
J/AJ/154/109 : California-Kepler Survey III. (Fulton+, 2017)
J/ApJ/866/99 : Radii of KIC stars & planets using Gaia DR2 (Berger+, 2018)
J/AJ/156/78 : 44 validated planets from K2 Campaign 10 (Livingston+, 2018)
J/AJ/155/136 : Planets orbiting bright stars in K2 campaigns (Mayo+, 2018)
J/AJ/155/21 : Planet candidates from K2 campaigns 5-8 (Petigura+, 2018)
J/ApJS/235/38 : Kepler planetary cand. VIII. (Thompson+, 2018)
J/AJ/156/22 : Planetary candidates from K2 Campaign 16 (Yu+, 2018)
J/AJ/156/259 : Robo-AO detected close binaries in Gaia DR2 (Ziegler+, 2018)
J/AJ/158/75 : Mid-type M dwarfs planet occurrence (Hardegree-Ullman+,2019)
J/AJ/158/109 : Occurrence rates of planets orbiting FGK stars (Hsu+, 2019)
J/AJ/157/124 : DAVE. I. Benchmarking K2 vetting tools (Kostov+, 2019)
J/ApJS/244/11 : Planet candidates and EBs in K2 campaigns 0-8 (Kruse+, 2019)
J/AJ/157/169 : Identifying exoplanets with deep learning K2 (Dattilo+, 2019)
http://keplerscience.arc.nasa.gov/k2-fields.html : K2 campaign fields & dates
Byte-by-byte Description of file: table1.dat
--------------------------------------------------------------------------------
Bytes Format Units Label Explanations
--------------------------------------------------------------------------------
1- 9 I9 --- EPIC [211300349/228683400] EPIC star identifier
11- 21 F11.3 ppm CDPP10 [5/5550974]? CDPP RMS Value for Transit of 1.0hr
(1)
22 A1 --- f_CDPP10 [i] i: infinite value
24- 34 F11.3 ppm CDPP15 [8/1572165]? CDPP RMS Value for Transit of 1.5hr
(1)
35 A1 --- f_CDPP15 [i] i: infinite value
37- 47 F11.3 ppm CDPP20 [13/1893173]? CDPP RMS Value for Transit of 2.0hr
(1)
49- 59 F11.3 ppm CDPP25 [7/3476858]? CDPP RMS Value for Transit of 2.5hr
(1)
61- 71 F11.3 ppm CDPP30 [7/3246619]? CDPP RMS Value for Transit of 3.0hr
(1)
72 A1 --- f_CDPP30 [i] i: infinite value
74- 84 F11.3 ppm CDPP40 [7/2253662]? CDPP RMS Value for Transit of 4.0hr
(1)
85 A1 --- f_CDPP40 [i] i: infinite value
87- 97 F11.3 ppm CDPP50 [8/1854999]? CDPP RMS Value for Transit of 5.0hr
(1)
98 A1 --- f_CDPP50 [i] i: infinite value
100-110 F11.3 ppm CDPP60 [9/1567166]? CDPP RMS Value for Transit of 6.0hr
(1)
111 A1 --- f_CDPP60 [i] i: infinite value
113-123 F11.3 ppm CDPP70 [10/1609568]? CDPP RMS Value for Transit of 7.0hr
(1)
124 A1 --- f_CDPP70 [i] i: infinite value
126-136 F11.3 ppm CDPP80 [9/1051743]? CDPP RMS Value for Transit of 8.0hr
(1)
137 A1 --- f_CDPP80 [i] i: infinite value
139-149 F11.3 ppm CDPP90 [8/1159995]? CDPP RMS Value for Transit of 9.0hr
(1)
150 A1 --- f_CDPP90 [i] i: infinite value
152-162 F11.3 ppm CDPP100 [8/2001956]? CDPP RMS Value for Transit of 10.0hr
(1)
--------------------------------------------------------------------------------
Note (1): Blanks indicate a nan value except if flagged (inf value).
--------------------------------------------------------------------------------
Byte-by-byte Description of file: table3.dat
--------------------------------------------------------------------------------
Bytes Format Units Label Explanations
--------------------------------------------------------------------------------
1- 9 I9 --- EPIC [211319617/212172539] EPIC star identifier
10 A1 --- --- [.]
11- 12 I02 --- m_EPIC [1/4] Planet candidate identifier
within EPIC number
14- 22 F9.6 d Period [0.82/35.4] Orbital period
24- 31 F8.6 d e_Period [9e-06/0.006] Uncertainty in Period
33- 38 F6.4 --- Rp/R* [0.007/0.27] Planetary to stellar radii ratio
40- 46 F7.5 --- e_Rp/R* [0.0001/0.02] Uncertainty in Ratio
48- 53 F6.3 Rgeo Rp [0.97/42.5] Planet radius
55- 59 F5.3 Rgeo e_Rp [0.04/4.4] Uncertainty in Rp
61- 71 F11.6 d t0 [2306/2326] Transit ephemeris;
Barycentric Julian Date (BJD-2454833)
73- 80 F8.6 d e_t0 [9e-05/0.009] Uncertainty in t0
82- 86 F5.3 --- b [0.1/1] Impact parameter
88- 92 F5.3 --- e_b [0.003/0.3] Uncertainty in b
94- 98 F5.3 h tDur [1.04/8.38] Transit duration
100-104 F5.3 h e_tDur [0.02/2.7] Uncertainty in tDur
106-110 F5.2 --- a/R* [1.7/62] Semi-major axis to stellar radii ratio
112-115 F4.2 --- e_a/R* [0.03/7.1] Uncertainty in a/R*
117-122 F6.4 Rsun R* [0.24/3.95] Stellar radius
124-129 F6.4 Rsun e_R* [0.008/6.3] Uncertainty in R*
131-135 F5.3 --- u1 [0.332/0.684] Limb darkening parameter 1
137-141 F5.3 --- u2 [0.06/0.32] Limb darkening parameter 2
143-150 F8.3 --- MES [9/1067] Multiple event statistic
(MES∝transit depth/CDPP) (1)
--------------------------------------------------------------------------------
Note (1): The multiple event statistic (MES; Jenkins 2002ApJ...575..493J 2002ApJ...575..493J) is
used in reference to the strength of the signal. See Section 2.3.
--------------------------------------------------------------------------------
Byte-by-byte Description of file: fig11.dat
--------------------------------------------------------------------------------
Bytes Format Units Label Explanations
--------------------------------------------------------------------------------
1- 9 I9 --- EPIC EPIC identifier
11- 16 F6.4 --- d180 Probability of 3 Transits with P=18.0d
18- 23 F6.4 --- d181 Probability of 3 Transits with P=18.1d
25- 30 F6.4 --- d182 Probability of 3 Transits with P=18.2d
32- 37 F6.4 --- d183 Probability of 3 Transits with P=18.3d
39- 44 F6.4 --- d184 Probability of 3 Transits with P=18.4d
46- 51 F6.4 --- d185 Probability of 3 Transits with P=18.5d
53- 58 F6.4 --- d186 Probability of 3 Transits with P=18.6d
60- 65 F6.4 --- d187 Probability of 3 Transits with P=18.7d
67- 72 F6.4 --- d188 Probability of 3 Transits with P=18.8d
74- 79 F6.4 --- d189 Probability of 3 Transits with P=18.9d
81- 86 F6.4 --- d190 Probability of 3 Transits with P=19.0d
88- 93 F6.4 --- d191 Probability of 3 Transits with P=19.1d
95- 100 F6.4 --- d192 Probability of 3 Transits with P=19.2d
102- 107 F6.4 --- d193 Probability of 3 Transits with P=19.3d
109- 114 F6.4 --- d194 Probability of 3 Transits with P=19.4d
116- 121 F6.4 --- d195 Probability of 3 Transits with P=19.5d
123- 128 F6.4 --- d196 Probability of 3 Transits with P=19.6d
130- 135 F6.4 --- d197 Probability of 3 Transits with P=19.7d
137- 142 F6.4 --- d198 Probability of 3 Transits with P=19.8d
144- 149 F6.4 --- d199 Probability of 3 Transits with P=19.9d
151- 156 F6.4 --- d200 Probability of 3 Transits with P=20.0d
158- 163 F6.4 --- d201 Probability of 3 Transits with P=20.1d
165- 170 F6.4 --- d202 Probability of 3 Transits with P=20.2d
172- 177 F6.4 --- d203 Probability of 3 Transits with P=20.3d
179- 184 F6.4 --- d204 Probability of 3 Transits with P=20.4d
186- 191 F6.4 --- d205 Probability of 3 Transits with P=20.5d
193- 198 F6.4 --- d206 Probability of 3 Transits with P=20.6d
200- 205 F6.4 --- d207 Probability of 3 Transits with P=20.7d
207- 212 F6.4 --- d208 Probability of 3 Transits with P=20.8d
214- 219 F6.4 --- d209 Probability of 3 Transits with P=20.9d
221- 226 F6.4 --- d210 Probability of 3 Transits with P=21.0d
228- 233 F6.4 --- d211 Probability of 3 Transits with P=21.1d
235- 240 F6.4 --- d212 Probability of 3 Transits with P=21.2d
242- 247 F6.4 --- d213 Probability of 3 Transits with P=21.3d
249- 254 F6.4 --- d214 Probability of 3 Transits with P=21.4d
256- 261 F6.4 --- d215 Probability of 3 Transits with P=21.5d
263- 268 F6.4 --- d216 Probability of 3 Transits with P=21.6d
270- 275 F6.4 --- d217 Probability of 3 Transits with P=21.7d
277- 282 F6.4 --- d218 Probability of 3 Transits with P=21.8d
284- 289 F6.4 --- d219 Probability of 3 Transits with P=21.9d
291- 296 F6.4 --- d220 Probability of 3 Transits with P=22.0d
298- 303 F6.4 --- d221 Probability of 3 Transits with P=22.1d
305- 310 F6.4 --- d222 Probability of 3 Transits with P=22.2d
312- 317 F6.4 --- d223 Probability of 3 Transits with P=22.3d
319- 324 F6.4 --- d224 Probability of 3 Transits with P=22.4d
326- 331 F6.4 --- d225 Probability of 3 Transits with P=22.5d
333- 338 F6.4 --- d226 Probability of 3 Transits with P=22.6d
340- 345 F6.4 --- d227 Probability of 3 Transits with P=22.7d
347- 352 F6.4 --- d228 Probability of 3 Transits with P=22.8d
354- 359 F6.4 --- d229 Probability of 3 Transits with P=22.9d
361- 366 F6.4 --- d230 Probability of 3 Transits with P=23.0d
368- 373 F6.4 --- d231 Probability of 3 Transits with P=23.1d
375- 380 F6.4 --- d232 Probability of 3 Transits with P=23.2d
382- 387 F6.4 --- d233 Probability of 3 Transits with P=23.3d
389- 394 F6.4 --- d234 Probability of 3 Transits with P=23.4d
396- 401 F6.4 --- d235 Probability of 3 Transits with P=23.5d
403- 408 F6.4 --- d236 Probability of 3 Transits with P=23.6d
410- 415 F6.4 --- d237 Probability of 3 Transits with P=23.7d
417- 422 F6.4 --- d238 Probability of 3 Transits with P=23.8d
424- 429 F6.4 --- d239 Probability of 3 Transits with P=23.9d
431- 436 F6.4 --- d240 Probability of 3 Transits with P=24.0d
438- 443 F6.4 --- d241 Probability of 3 Transits with P=24.1d
445- 450 F6.4 --- d242 Probability of 3 Transits with P=24.2d
452- 457 F6.4 --- d243 Probability of 3 Transits with P=24.3d
459- 464 F6.4 --- d244 Probability of 3 Transits with P=24.4d
466- 471 F6.4 --- d245 Probability of 3 Transits with P=24.5d
473- 478 F6.4 --- d246 Probability of 3 Transits with P=24.6d
480- 485 F6.4 --- d247 Probability of 3 Transits with P=24.7d
487- 492 F6.4 --- d248 Probability of 3 Transits with P=24.8d
494- 499 F6.4 --- d249 Probability of 3 Transits with P=24.9d
501- 506 F6.4 --- d250 Probability of 3 Transits with P=25.0d
508- 513 F6.4 --- d251 Probability of 3 Transits with P=25.1d
515- 520 F6.4 --- d252 Probability of 3 Transits with P=25.2d
522- 527 F6.4 --- d253 Probability of 3 Transits with P=25.3d
529- 534 F6.4 --- d254 Probability of 3 Transits with P=25.4d
536- 541 F6.4 --- d255 Probability of 3 Transits with P=25.5d
543- 548 F6.4 --- d256 Probability of 3 Transits with P=25.6d
550- 555 F6.4 --- d257 Probability of 3 Transits with P=25.7d
557- 562 F6.4 --- d258 Probability of 3 Transits with P=25.8d
564- 569 F6.4 --- d259 Probability of 3 Transits with P=25.9d
571- 576 F6.4 --- d260 Probability of 3 Transits with P=26.0d
578- 583 F6.4 --- d261 Probability of 3 Transits with P=26.1d
585- 590 F6.4 --- d262 Probability of 3 Transits with P=26.2d
592- 597 F6.4 --- d263 Probability of 3 Transits with P=26.3d
599- 604 F6.4 --- d264 Probability of 3 Transits with P=26.4d
606- 611 F6.4 --- d265 Probability of 3 Transits with P=26.5d
613- 618 F6.4 --- d266 Probability of 3 Transits with P=26.6d
620- 625 F6.4 --- d267 Probability of 3 Transits with P=26.7d
627- 632 F6.4 --- d268 Probability of 3 Transits with P=26.8d
634- 639 F6.4 --- d269 Probability of 3 Transits with P=26.9d
641- 646 F6.4 --- d270 Probability of 3 Transits with P=27.0d
648- 653 F6.4 --- d271 Probability of 3 Transits with P=27.1d
655- 660 F6.4 --- d272 Probability of 3 Transits with P=27.2d
662- 667 F6.4 --- d273 Probability of 3 Transits with P=27.3d
669- 674 F6.4 --- d274 Probability of 3 Transits with P=27.4d
676- 681 F6.4 --- d275 Probability of 3 Transits with P=27.5d
683- 688 F6.4 --- d276 Probability of 3 Transits with P=27.6d
690- 695 F6.4 --- d277 Probability of 3 Transits with P=27.7d
697- 702 F6.4 --- d278 Probability of 3 Transits with P=27.8d
704- 709 F6.4 --- d279 Probability of 3 Transits with P=27.9d
711- 716 F6.4 --- d280 Probability of 3 Transits with P=28.0d
718- 723 F6.4 --- d281 Probability of 3 Transits with P=28.1d
725- 730 F6.4 --- d282 Probability of 3 Transits with P=28.2d
732- 737 F6.4 --- d283 Probability of 3 Transits with P=28.3d
739- 744 F6.4 --- d284 Probability of 3 Transits with P=28.4d
746- 751 F6.4 --- d285 Probability of 3 Transits with P=28.5d
753- 758 F6.4 --- d286 Probability of 3 Transits with P=28.6d
760- 765 F6.4 --- d287 Probability of 3 Transits with P=28.7d
767- 772 F6.4 --- d288 Probability of 3 Transits with P=28.8d
774- 779 F6.4 --- d289 Probability of 3 Transits with P=28.9d
781- 786 F6.4 --- d290 Probability of 3 Transits with P=29.0d
788- 793 F6.4 --- d291 Probability of 3 Transits with P=29.1d
795- 800 F6.4 --- d292 Probability of 3 Transits with P=29.2d
802- 807 F6.4 --- d293 Probability of 3 Transits with P=29.3d
809- 814 F6.4 --- d294 Probability of 3 Transits with P=29.4d
816- 821 F6.4 --- d295 Probability of 3 Transits with P=29.5d
823- 828 F6.4 --- d296 Probability of 3 Transits with P=29.6d
830- 835 F6.4 --- d297 Probability of 3 Transits with P=29.7d
837- 842 F6.4 --- d298 Probability of 3 Transits with P=29.8d
844- 849 F6.4 --- d299 Probability of 3 Transits with P=29.9d
851- 856 F6.4 --- d300 Probability of 3 Transits with P=30.0d
858- 863 F6.4 --- d301 Probability of 3 Transits with P=30.1d
865- 870 F6.4 --- d302 Probability of 3 Transits with P=30.2d
872- 877 F6.4 --- d303 Probability of 3 Transits with P=30.3d
879- 884 F6.4 --- d304 Probability of 3 Transits with P=30.4d
886- 891 F6.4 --- d305 Probability of 3 Transits with P=30.5d
893- 898 F6.4 --- d306 Probability of 3 Transits with P=30.6d
900- 905 F6.4 --- d307 Probability of 3 Transits with P=30.7d
907- 912 F6.4 --- d308 Probability of 3 Transits with P=30.8d
914- 919 F6.4 --- d309 Probability of 3 Transits with P=30.9d
921- 926 F6.4 --- d310 Probability of 3 Transits with P=31.0d
928- 933 F6.4 --- d311 Probability of 3 Transits with P=31.1d
935- 940 F6.4 --- d312 Probability of 3 Transits with P=31.2d
942- 947 F6.4 --- d313 Probability of 3 Transits with P=31.3d
949- 954 F6.4 --- d314 Probability of 3 Transits with P=31.4d
956- 961 F6.4 --- d315 Probability of 3 Transits with P=31.5d
963- 968 F6.4 --- d316 Probability of 3 Transits with P=31.6d
970- 975 F6.4 --- d317 Probability of 3 Transits with P=31.7d
977- 982 F6.4 --- d318 Probability of 3 Transits with P=31.8d
984- 989 F6.4 --- d319 Probability of 3 Transits with P=31.9d
991- 996 F6.4 --- d320 Probability of 3 Transits with P=32.0d
998-1003 F6.4 --- d321 Probability of 3 Transits with P=32.1d
1005-1010 F6.4 --- d322 Probability of 3 Transits with P=32.2d
1012-1017 F6.4 --- d323 Probability of 3 Transits with P=32.3d
1019-1024 F6.4 --- d324 Probability of 3 Transits with P=32.4d
1026-1031 F6.4 --- d325 Probability of 3 Transits with P=32.5d
1033-1038 F6.4 --- d326 Probability of 3 Transits with P=32.6d
1040-1045 F6.4 --- d327 Probability of 3 Transits with P=32.7d
1047-1052 F6.4 --- d328 Probability of 3 Transits with P=32.8d
1054-1059 F6.4 --- d329 Probability of 3 Transits with P=32.9d
1061-1066 F6.4 --- d330 Probability of 3 Transits with P=33.0d
1068-1073 F6.4 --- d331 Probability of 3 Transits with P=33.1d
1075-1080 F6.4 --- d332 Probability of 3 Transits with P=33.2d
1082-1087 F6.4 --- d333 Probability of 3 Transits with P=33.3d
1089-1094 F6.4 --- d334 Probability of 3 Transits with P=33.4d
1096-1101 F6.4 --- d335 Probability of 3 Transits with P=33.5d
1103-1108 F6.4 --- d336 Probability of 3 Transits with P=33.6d
1110-1115 F6.4 --- d337 Probability of 3 Transits with P=33.7d
1117-1122 F6.4 --- d338 Probability of 3 Transits with P=33.8d
1124-1129 F6.4 --- d339 Probability of 3 Transits with P=33.9d
1131-1136 F6.4 --- d340 Probability of 3 Transits with P=34.0d
1138-1143 F6.4 --- d341 Probability of 3 Transits with P=34.1d
1145-1150 F6.4 --- d342 Probability of 3 Transits with P=34.2d
1152-1157 F6.4 --- d343 Probability of 3 Transits with P=34.3d
1159-1164 F6.4 --- d344 Probability of 3 Transits with P=34.4d
1166-1171 F6.4 --- d345 Probability of 3 Transits with P=34.5d
1173-1178 F6.4 --- d346 Probability of 3 Transits with P=34.6d
1180-1185 F6.4 --- d347 Probability of 3 Transits with P=34.7d
1187-1192 F6.4 --- d348 Probability of 3 Transits with P=34.8d
1194-1199 F6.4 --- d349 Probability of 3 Transits with P=34.9d
1201-1206 F6.4 --- d350 Probability of 3 Transits with P=35.0d
1208-1213 F6.4 --- d351 Probability of 3 Transits with P=35.1d
1215-1220 F6.4 --- d352 Probability of 3 Transits with P=35.2d
1222-1227 F6.4 --- d353 Probability of 3 Transits with P=35.3d
1229-1234 F6.4 --- d354 Probability of 3 Transits with P=35.4d
1236-1241 F6.4 --- d355 Probability of 3 Transits with P=35.5d
1243-1248 F6.4 --- d356 Probability of 3 Transits with P=35.6d
1250-1255 F6.4 --- d357 Probability of 3 Transits with P=35.7d
1257-1262 F6.4 --- d358 Probability of 3 Transits with P=35.8d
1264-1269 F6.4 --- d359 Probability of 3 Transits with P=35.9d
1271-1276 F6.4 --- d360 Probability of 3 Transits with P=36.0d
1278-1283 F6.4 --- d361 Probability of 3 Transits with P=36.1d
1285-1290 F6.4 --- d362 Probability of 3 Transits with P=36.2d
1292-1297 F6.4 --- d363 Probability of 3 Transits with P=36.3d
1299-1304 F6.4 --- d364 Probability of 3 Transits with P=36.4d
1306-1311 F6.4 --- d365 Probability of 3 Transits with P=36.5d
1313-1318 F6.4 --- d366 Probability of 3 Transits with P=36.6d
1320-1325 F6.4 --- d367 Probability of 3 Transits with P=36.7d
1327-1332 F6.4 --- d368 Probability of 3 Transits with P=36.8d
1334-1339 F6.4 --- d369 Probability of 3 Transits with P=36.9d
1341-1346 F6.4 --- d370 Probability of 3 Transits with P=37.0d
1348-1353 F6.4 --- d371 Probability of 3 Transits with P=37.1d
1355-1360 F6.4 --- d372 Probability of 3 Transits with P=37.2d
1362-1367 F6.4 --- d373 Probability of 3 Transits with P=37.3d
1369-1374 F6.4 --- d374 Probability of 3 Transits with P=37.4d
1376-1381 F6.4 --- d375 [0] Probability of 3 Transits with P=37.5d
(always "0.0000")
1383-1388 F6.4 --- d376 [0] Probability of 3 Transits with P=37.6d
(always "0.0000")
1390-1395 F6.4 --- d377 [0] Probability of 3 Transits with P=37.7d
(always "0.0000")
1397-1402 F6.4 --- d378 [0] Probability of 3 Transits with P=37.8d
(always "0.0000")
1404-1409 F6.4 --- d379 [0] Probability of 3 Transits with P=37.9d
(always "0.0000")
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Byte-by-byte Description of file: plot.dat
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Bytes Format Units Label Explanations
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1- 9 I9 --- EPIC [211300349/228683400] EPIC identifier
11- 14 F4.1 d Per [18/37.9] Period
16- 21 F6.4 --- Prob [0/1] Probability of 3 transits
--------------------------------------------------------------------------------
History:
From electronic version of the journal
References:
Hardegree-Ullman et al. Paper I. 2020ApJS..247...28H 2020ApJS..247...28H Cat. J/ApJS/247/28
(End) Prepared by [AAS], Coralie Fix [CDS], 14-May-2020