UZAYMER Lisansüstü Öğrencilerin Tez Çalışmalarının Özetlerine Buradan Ulaşabilirsiniz.
![](http://uzaymer.cu.edu.tr/storage/anamenu_icerikleri/February2023/V1302Her - Sunum.png)
NGC 4861, NGC 4449 Galaksilerinde Aşırı Parlak X-ışın Kaynaklarının X-ışın ve Optik Özelliklerinin Araştırılması
MELİKE ÖZDOĞAN ELA, 2020
![](http://uzaymer.cu.edu.tr/storage/anamenu_icerikleri/February2023/51-researchersi.jpg)
Görsel Kredi: Pintore et al., 2018.
Aşırı parlak X-ışın kaynakları, galaksilerin merkez bölgesinin dışında bulunan ve Galaktik X-ışın çiftlerinden çok daha yüksek ışıtma (LX > 1039 erg s-1 ) değerine sahip çift yıldız sistemleridir. Bu çalışmada, NGC 4861 galaksisinde ULX-1, ULX-2 ve NGC 4449 galaksisinde ULX-1 kaynaklarının olası optik karşılıkları Hubble Uzay Teleskobu (HST) arşiv verileri kullanılarak ilk kez tanımlandı. NGC 4861’de yalnızca ULX-2 için hata yarıçapı 0.28" olan daire içinde iki optik aday (% 90 güvenilirlikte) belirlendi Bu adayların mutlak parlaklıkları, Mv, -6 ve -5 olarak tanımlandı. Her iki optik adayın tayfsal tipi F0I ve yaşları ~31Myıl olarak belirlendi. Bununla birlikte, NGC 4449’da ULX-1 kaynağı için hata yarıçapı 0.20" olan daire içinde (%90 güvenilirlikte) belirlenen üç optik aday için mutlak parlaklıkları -5 <Mv< -3, tayfsal tipleri B0III- B3V ve yaşları 13Myıl - 63Myıl aralığında belirlendi. En yakın yıldız kümesinden 0.25" uzaklıkta bulunan NGC 4449 ULX-1’in küme üyeleriyle benzer özellikler taşıması nedeniyle küme elemanı olma olasılığı incelendi. Ayrıca önceki çalışmalarla karşılaştırma amaçlı, Chandra ve XMM-Newton teleskoplarının yeni (kullanılmamış) arşiv verileri analiz edildi ve kaynakların X-ışın tayfsal özellikleri incelendi. Kaynakların X-ışın karakteristiklerinde belirgin bir değişimler gözlenmedi.
Investigation of X-ray and Optical Properties of Ultraluminous X-ray Sources in NGC 4861, NGC 4449 Galaxies
Ultraluminous X-ray Sources, (ULXs) are binary star systems located outside the nuclear region of galaxies and have much higher luminosities (LX> 1039 ergs-1 ) than Galactic X-ray binary systems. In this study, possible optical counterparts of ULX-1, ULX-2 sources in the NGC 4861 galaxy and ULX-1 source in the NGC 4449 galaxy were first identified using Hubble Space Telescope (HST) archival data. Only for NGC 4861 ULX-2, two optical candidates with absolute magnitudes, Mv, -6 and -5 were defined within an error radius of 0.28" (90% confidence level). Spectral types and ages of both candidates were determined as F0I and ~ 31Myrs, respectively. However, in NGC 4449, three optical candidates were identified for the ULX-1 source within an error radius of 0.20 "(90% confidence level). MV values of the optical candidates lie between −5 and −3. Their spectral types and ages are between B0III- B3V and 13Myr- 63Myr, respectively. Considering the location of ULX-1 (NGC 4449) to the nearby cluster, it was investigated whether there is an association with the cluster. In addition, for comparison with previous studies, new (unused) archival data of Chandra and XMM-Newton were analyzed and X-ray spectral properties of the sources were examined. No significant changes were observed in the X-ray characteristics of the sources.
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Uydu Görüntüleri Kullanılarak Dünya Genelindeki Astronomik Gözlemevlerinin Atmosferinin İstatistiksel Analizi
ZÜHAL KURT, 2020
![](http://uzaymer.cu.edu.tr/storage/anamenu_icerikleri/February2023/seeing3.jpg)
Çalışmanın amacı, Dünya genelinde kurulmuş 2141 astronomik gözlemevi için uydu ve model verileriden elde edilen atmosferik katmanların: bulutluluk, yoğuşabilir su buharı, aerosol optik derinlik, dikey rüzgâr hızı ve 200h-Pa basınç seviyesindeki rüzgâr hızının istatistiksel ve zamansal olarak değerlendirilmesidir. Bunlara ek olarak gözlemevlerine ait enlem, boylam ve yükseklik bilgileri dâhil edilmiştir. Gözlemevlerine ait katmanların 2002-2020 yılları arasında günlük olarak elde edilen yaklaşık 100 TB’lık uzaktan algılama ve model verilerini içeren AstroGIS veritabanı kullanılmıştır. Gözlemevlerinin aylık ve yıllık ortalamaları oluşturulmuş ve zamansal değişimler incelenmiştir. Küresel olarak seçilmiş 9 profesyonel gözlemevinin sonuçları gösterilmiştir. Katmanların histogramları üretilerek genel dağılımları incelenmiştir. Katmanların normallik testleri yapılarak normallik varsayımı sınanmış ve bu sonuca göre korelasyon (Spearman (P)) değerleri yorumlanmıştır. Tüm gözlemevleri için ortalama bulutluluk, yoğuşabilir su buharı, aerosol optik derinlik miktarı, dikey rüzgâr hızı ve 200h-Pa basınç seviyesindeki rüzgâr hızı sonuçları sırasıyla % 67, 13.85 mm, 1.81, 0.04 Pa sିଵ ve 21.06 m sିଵ dir. Profesyonel gözlemevleri dışındaki tüm gözlemevleri incelediğimiz astronomik kriterler açısından uygun olmayan yerlerde kurulduğu belirlenmiştir.
Statistical Analysis of The Atmosphere of Astronomic Abservatories Asing Satellite Images
The aim of the study is to evaluate the atmospheric layers obtained from satellite and model data for 2141 astronomical observatories established around the world: cloudiness, precipitable water vapor, aerosol optical depth, vertical velocity wind speed and wind speed at 200h-Pa pressure level statistically and temporally. In addition, latitude, longitude and altitude information of observatories are included. The AstroGIS database, which contains approximately 100 TB of remote sensing and model data obtained daily between 2002-2020, of the layers belong to the observatories was used. Monthly and annual averages of the observatories were established and temporal changes were examined. Results from 9 globally selected professional observatories are shown. Histograms of the layers were produced and their general distributions were examined. The normality tests of the layers were tested and the normality assumption was tested and the correlation (Spearman (P)) values were interpreted according to this result. Yearly mean of cloud cover, precipitable water vapor, aerosol optical depth, vertical velocity wind speeds and wind speet at 200h-Pa pressure level for all observatories were % 69.65, 13.85 mm, Pa sିଵ and 21.06 m sିଵ respectively. It has been determined that all observatories, except professional observatories, are established in places that are not suitable for the astronomical criteria we have examined.
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Geçiş Zamanları Değişimi Yöntemiyle Hat-P-16b ve Tres-3b Ötegezegenlerinin İncelenmesi
YASEMİN ALADAĞ, 2021
![](http://uzaymer.cu.edu.tr/storage/anamenu_icerikleri/February2023/ScreenShot20221118at9.57.42AM.png)
Bu çalışmada, HAT-P-16b ve TrES-3b ötegezegenlerinin geçiş gözlemleri Ç.Ü. UZAYMER Gözlemevi'nde 50 cm Ritchey Chretien tipi teleskobu ile gerçekleştirilmiştir. Veri analizleri ve modelleme sonuçlarıyla ağırlıklı ortalama hesaplanarak ötegezegen ve barınak yıldızı için sistem parametreleri elde edilmiştir. Bu parametrelerden HAT-P-16 sistemi için: Mp=4.172± 0.163MJ, Rp= 1.309 ± 0.111 RJ, M*= 1.212 ± 0.002 M⊙, R*= 1.232 ± 0.001 R⊙ ve [Fe/H] = + 0.165 ± 0.006 dex olup Buchhave ve ark. (2010) çalışmasında verilen değerler ile uyumludur. TrES-3 sistemi için ise: Mp=1.959 ± 0.111 MJ, Rp=1.306 ± 0.169 RJ, M*= 0.947 ± 0.005 M⊙, R*= 0.819 ± 0.05 R⊙ ve [Fe/H] = - 0.190 ± 0.001 dex olup O'Donovan ve ark. (2007) çalışmasında sunulan değerler ile uyumludur. Literatür ve açık veritabanlarındaki geçiş ışık eğrilerinden elde edilen geçiş zamanları kullanılarak HAT-P-16b için Lomb-Scargle (LS) periyodogramı sonucunda anlamlı Geçiş Zamanları Değişimi (TTV) bulgusuna rastlanılmamıştır. Bununla birlikte TrES-3b verilerinden elde edilen LS periyodogramı sonucunda 32.38 günlük bir baskın dönem ve 41.07 günlük ikincil dönem tespit edilmiştir.
Analysis of hat-p-16b and tres-3b exoplanets by the transition time change method
In this study, the transit observations of HAT-P-16b and TrES-3b exoplanets were carried out at the Ç.Ü. UZAYMER Observatory with a 50 cm Ritchey Chretien type telescope. System parameters for exoplanet and host star have been obtained by calculating weighted average with data analysis and modeling results. Some of these parameters for HAT-P-16 systems are: Mp=4.172 ± 0.163 MJ, Rp= 1.309 ± 0.111 RJ, M*=1.212 ± 0.002 M⊙, R*= 1.232 ± 0.001 R⊙ and [Fe/H] = + 0.165 ± 0.006 dex these parameters are compatible with the values given in Buchhave et al. (2010). The Mp=1.959 ± 0.111 MJ, Rp=1.306 ± 0.169 RJ, M*=0.947 ± 0.005 M⊙, R*= 0.819 ± 0.05 R⊙ and [Fe/H] = - 0.190 ± 0.001 dex parameters were calculated for the TrES-3 system. These values are also compatible with the values given in O'Donovan et al. (2007). No significant Transit Timing Variations (TTV) was found as a result of the Lomb-Scargle (LS) periodogram for HAT-P-16b by using the transit times obtained from tha transit light curves in the literatüre and open databases. However, a dominant period of 32.38 days and a secondary period of 41.07 days were determined as a result of the LS periodogram obtained from the TrES-3b data.
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WASP-10b VE WASP-93b Ötegezegenlerinin Geçiş Zamanlamasındaki Değişimlerinin Gözlenmesi
Mahmut TEKEŞ, 2022
![](http://uzaymer.cu.edu.tr/storage/anamenu_icerikleri/February2023/press-web25_exoplanet_populations.jpg)
Görsel Kredi: NASA/Ames Research Center/Natalie Batalha/Wendy Stenzel
Bu tez çalışmasında, WASP-10b ve WASP-93b ötegezegenlerinin geçiş gözlemleri Çukurova Üniversitesi UZAYMER Gözlemevi'nde bulunan 50 cm (UT50) Ritchey Chretien tipi teleskobu ile gerçekleştirilmiştir. Tez kapsamında seçilen iki ötegezegen için UT50 verilerinin yanı sıra; ATA50, IST60, TUGT100 teleskopları ve TESS uydusunun verileri de analizlerimize dahil edilmiştir. Çalışmamızda, veri analizleri ve modelleme sonuçlarını kullanarak ötegezegen ve barınak yıldızı için sistem parametreleri elde edilmiştir. WASP-10 yıldız sistemi için belirlenen paramatreler: Mp= 3.2218±0.3936MJ, Rp= 1.0945±0.2077RJ, M*= 0.7238±0.0124M , R*= 0.6993±0.1172R ve [Fe/H]= +0.0153±0.0102 dex olup Bonomo ve ark. (2017) çalışmasında verilen değerler ile uyumludur. WASP-93 yıldız sistemi için ise: Mp= 1.5881 ±0.1341MJ, Rp= 1.4813 ±0.16063RJ, M*= 1.4044 ±0.0071M , R*= 1.5583 ±0.0057R ve [Fe/H]= +0.0616 ±0.0209dex olup Hay ve ark. (2016) çalışmasında sunulan değerler ile uyumlu olduğu belirlenmiştir. Çalışmamız kapsamında analiz ettiğimiz tüm verilerden yararlanarak oluşturulan geçiş ışık eğrilerinden elde edilen geçiş zamanları kullanılarak WASP-10b ve WASP-93b için Lomb-Scargle (LS) periyodogramı sonucunda anlamlı Geçiş Zamanları Değişimi (TTV) bulgusuna rastlanılmamıştır.
Observation of WASP-10b VE WASP-93b explanations for change in transition timing
Transit observations of WASP-10b and WASP-93b exoplanets are conducted in this thesis using the 50 cm (UT50) Ritchey Chretien type telescope at Çukurova University UZAYMER Observatory. In addition to the UT50 data for the two exoplanets selected within the scope of the thesis; data from the ATA50, IST60, TUGT100 telescopes and the TESS satellite are also included in our analysis. In our study, system parameters for exoplanet and host star are obtained by using data analysis and modeling results. These parameters for the WASP-10 star system are: Mp=3.2218±0.3936MJ, Rp=1.0945±0.2077RJ, M*=0.7238±0.0124M , R*=0.6993±0.1172R and [Fe/H]=+0.0153±0.0102dex and these results are consistent with the values given in the Bonomo et al. (2017). For the WASP-93 star system: Mp=1.5881±0.1341MJ, Rp=1.4813±0.16063RJ, M*=1.4044±0.0071M , R*=1.5583±0.0057R and [Fe/H]=+0.0616 ±0.0209dex and these results are also consistent with the values given in Hay et al. (2016). No significant Transition Time Variations (TTV) were found as a result of the LombScargle (LS) periodogram for WASP-10b and WASP-93b based on their transit times obtained from all the transit light curves analyzed within the scope of our study.
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V1302 Her Örten Çift Sisteminin Fotometrik Verilerle İncelenmesi
HALİL BAĞIŞ, 2022
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Görsel Kredi: Wikimedia, NASA
Bu çalışmada UZAYMER UT50 ve NASA’nın TESS teleskoplarıyla alınan veriler ile W UMa türü örten çift sistem V1302 Her ‘in fotometrik analizleri yapıldı. Sisteme ait ışık elemanları ve minimum zamanları belirlendi. Ayrıca ışık eğrisi çözümünden ilk kez fiziksel ve geometrik parametreler tanımlandı, Roche modellemesi yapıldı. Dönem (periyot), kütle ve yarı-büyük eksen arasındaki bağıntılar ile bu sisteme ait diğer parametreler hesaplandı. Sonuç olarak, sistemin hangi W UMa alt türüne ait olabileceği elde edilen parametreler ışığında tartışıldı.
Analysis of V1302 Her Eclipsing Binary System With Photometric Data
In this thesis, photometric analysis of V1302 Her W UMa type eclipsing binary systems was performed with the data taken by UZAYMER UT50 and NASA TESS telescopes. Light elements and times of minima were obtained from the photometric analysis of V1302 Her system. In addition, physical and geometric parameters were determined from the light curve solutions obtained and a Roche geometry modeling of the system was made for the first time. The relations between period, mass and semi-major axis and the other parameters of this system were also calculated, and its type within the W UMa family of eclipsing binary systems is discussed.