Taurus Hill Observatory Season 2021 &#8211; 2022 Exoplanet Observations Review
Authors: Haukka Harri , Hentunen Veli-Pekka , Nissinen Markku , Salmi Tuomo , Aartolahti Hannu , Juutilainen Jari , Heikkinen Esa , Vilokki Harri 
Published: July 2022

&lt;p&gt;&lt;strong&gt;Introduction&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Taurus Hill Observatory (THO) [1], observatory code A95, is an amateur observatory located in Varkaus, Finland. The observatory is maintained by the local astronomical association Warkauden Kassiopeia. THO research team has observed and measured various stellar objects and phenomena. Observatory has mainly focused on exoplanet light curve measurements, observing the gamma rays burst, supernova discoveries and monitoring [2]. We also do long term monitoring projects [3].&lt;/p&gt;
&lt;p&gt;The results and publications that pro-am based observatories, like THO, have contributed, clearly demonstrates that pro-amateurs are a significant resource for the professional astronomers now and even more in the future.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;High Quality Measurements&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The quality of the telescopes and CCD-cameras has significantly developed in 20 years. Today it is possible for pro-am's to make high quality measurements [4] with the precision that is scientifically valid. In THO we can measure exoplanet transits &lt; 10 millimagnitude precision when the limiting magnitude of the observed object is 15 magnitudes. At very good conditions it is possible to detect as low as 1 to 2 millimagnitude variations in the light curve.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Season 2021 &amp;#8211; 2022 Exoplanet Observations Review&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;A total of about 30 exoplanet observations and transit measurements were made during the observation season 2021/2022. All the measurements have been uploaded to the TRESCA database [5]. In total, about 250 light curve observations have now been sent directly to TRESCA from the Taurus Hill Observatory.&lt;/p&gt;
&lt;p&gt;The season highlights that we consider to be most important could be the clear time deviations from the forecasts for a few TESS candidates, and in particular the Qatar-8b transit time deviations. The TOI1582.01b transit was not detected during the predicted period at all, so it differed quite a bit from the predicted one. These observations are presented in the following figures.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/gif;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 1: TOI1168.01b. The transit occurred about 1.7 hours earlier than predicted. Image: TRESCA.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/gif;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 2: TOI1455.01b. The transit occurred 1.6 hours earlier than predicted. Image: TRESCA.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/gif;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 3: TOI1582.01b. Not any clear transit was detected. Image: TRESCA.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/gif;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 4: TOI2152.01b. The transit occurred about 20 minutes earlier than predicted. Image: TRESCA.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/gif;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 5: Qatar-8b. The transit happened about three hours later than predicted. Image: TRESCA.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Adapting a New Camera for Measurements&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The main equipment throughout the winter were Celestron C-14 SC telescope with a Paramount MEII tripod and an SBIG ST-8XME CCD camera with Baader Bessell BVRI photometric filters.&lt;/p&gt;
&lt;p&gt;During the spring 2022, the ASI2600MM Pro CMOS camera was tested for the first time in Taurus Hill Observatory with a Chroma I filter connected to a Meade 16&amp;#8221; ACX -telescope (with a Paramount ME tripod) for light curve measurements in the WASP-12b observations on March 31, 2022. At the same time, the object was also detected with an SBIG ST-8XME CCD camera connected to the Celestron C-14 SC -telescope. The results were very similar, so the CMOS camera is well suited for light curve measurements. An interesting feature of the transit of &amp;#160;the WASP-12b was that immediately after the actual transit there is a very small dimming of 3 to 5 mmag, which lasts for about 30 minutes. MaxIm DL v6.08 software was used for imaging and image calibration, AIP4Win v2.4.10 software was used for photometric measurements.&lt;/p&gt;
&lt;p&gt;The weather was even throughout the dark winter season from August to the end of April. The clearest nights were in March-April. The winter was very rainy overall, there was an exceptional amount of snow. In addition to exoplanet observations, Taurus Hill Observatory focused on comet imaging, DS imaging and the detection of GRB 220101A after-gamma glow, for which circular GCN 31356 [6] was published.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Acknowledgements&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The Taurus Hill Observatory will acknowledge all the cooperation partners, Finnish Meteorological Institute and all financial supporters of the observatory.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;References&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;[1] Taurus Hill Observatory website, http://www.taurushill.net&lt;/p&gt;
&lt;p&gt;[2] A low-energy core-collapse supernova without a hydrogen envelope; S. Valenti, A. Pastorello, E. Cappellaro, S. Benetti, P. A. Mazzali, J. Manteca, S. Taubenberger, N. Elias-Rosa, R. Ferrando, A. Harutyunyan, V.-P. Hentunen, M. Nissinen, E. Pian, M. Turatto, L. Zampieri and S. J. Smartt; Nature 459, 674-677 (4 June 2009); Nature Publishing Group; 2009.&lt;/p&gt;
&lt;p&gt;[3] A massive binary black-hole system in OJ 287 and a test of general relativity; M. J. Valtonen, H. J. Lehto, K. Nilsson, J. Heidt, L. O. Takalo, A. Sillanp&amp;#228;&amp;#228;, C. Villforth, M. Kidger, G. Poyner, T. Pursimo, S. Zola, J.-H. Wu, X. Zhou, K. Sadakane, M. Drozdz, D. Koziel, D. Marchev, W. Ogloza, C. Porowski, M. Siwak, G. Stachowski, M. Winiarski, V.-P. Hentunen, M. Nissinen, A. Liakos &amp; S. Dogru; Nature - Volume 452 Number 7189 pp781-912; Nature Publishing Group; 2008&lt;/p&gt;
&lt;p&gt;[4] Transit timing analysis of the exoplanet TrES-5 b. Possible existence of the exoplanet TrES-5 c; Eugene N Sokov,&amp;#160; Iraida A Sokova, Vladimir V Dyachenko, Denis A Rastegaev, Artem Burdanov, Sergey A Rusov, Paul Benni, Stan Shadick, Veli-Pekka Hentunen, Mark Salisbury, Nicolas Esseiva, Joe Garlitz, Marc Bretton, Yenal Ogmen, Yuri Karavaev,Anthony Ayiomamitis, Oleg Mazurenko, David Alonso, Sergey F Velichko; Monthly Notices of the Royal Astronomical Society, Volume 480, Issue 1, October 2018, Pages 291&amp;#8211;301, https://doi.org/10.1093/mnras/ sty1615&lt;/p&gt;
&lt;p&gt;[5] TRESCA; var2.astro.cz/tresca/transits.php?pozor=Veli-Pekka Hentunen&amp;object=&amp;page=1&amp;lang=cz &amp;#160;&lt;/p&gt;
&lt;p&gt;[6] Hentunen V-P, Nissinen M, Heikkinen E; GCN 31356; https://gcn.gsfc.nasa.gov/gcn/gcn3/31356.gcn3&lt;/p&gt;