Measurement of the transit light curve of the exoplanet KELT-23Ab on March 21/22, 2025


Contribution by Dr. Gerold Holtkamp, June 2025


The measurements were taken from 10:21 PM UTC on March 21, 2025, to 2:37 AM UTC on March 22, 2025, in Osnabrück, Sonnenhügel. The moon was 55% illuminated and 98° distant. It rose at 3:30 AM UTC on March 22, 2025. It was therefore not relevant for the measurement.


The measurement technique used:
Telescope: Skywatcher Newton 250/1200 mm
Mount: Skywatcher AZ-EQ6
Filter: Luminanz (Antlia)
Camera: QHY268M with gain 60, offset 20, chip temperature -10° C
Guiding: Skywatcher Guidescope Evoguide 50 ED  with camera ZWO ASI120mm

NINA was used for camera and mount control.


The measured transit light curve in the exoclock representation

The present measurement and the subsequent evaluation with the hops software of the Exoclock-Project resulted in:

Rp/Rs = 0.1337 +/- 0.0051 (expected 0.132 +/- 0.0006) *
--> Rp = 0.1337 x 696,340 = 93,101 +/- 3,551 km. [1]

The exoplanet KELT-23Ab is significantly larger than Jupiter (radius = 69,911 km). The system is 411 light-years from Earth.


The own measurement of the transit center together with the other values ​​available at Exoclock

The value of the transit's temporal center, which is important for the Exoclock project and is expressed as the difference between the observed and the expected value, is O-C = 2.97 +/- 1.43 minutes**, which is above the expected value, even when the error limits are taken into account.


The measurement of the transit light curve of the exoplanet TOI-1516b was published on the Exoclock project website. [2]


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* [Rp = Rplanet, Rs = Rstar]
If the star's radius is known, the planet's radius is determined directly from the dip in the light curve. (see also https://kosmos-os.de/messung-der-transitlichtkurven-der-exoplaneten-wasp-84b-und-kps-1b-am-7-und-8-maerz-2024)

** [O = Observed, C = Calculated]

[1]
Data on the star system and the exoplanet at
https://exoplanetarchive.ipac.caltech.edu/overview/KELT-23A
The radius of the parent star was taken as 1.00 +0.036/-0.039 (Gaia DR2) x the radius of the Sun. The radius of the Sun was assumed to be 696,340 km. The parent star therefore has a radius of 696,340 km.

[2]
https://www.exoclock.space/database/observations/KELT-23Ab_4084_2025-03-22_Gerold_1561_Lum/

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