La découverte d’exoplanètes a connu une croissance quasi exponentielle au cours des trois dernières décennies. Nous savons désormais que les systèmes d’exoplanètes sont la norme dans la galaxie et qu’il existe une variété d’archétypes de planètes qui ne correspondent pas à notre propre système solaire. Ces progrès rapides sont dus en grande partie aux missions spatiales qui utilisent la méthode des transits pour trouver et caractériser de nouvelles exoplanètes. Kepler et, plus récemment, le Transiting Exoplanet Survey Satellite (TESS) ont contribué à la majorité des exoplanètes confirmées ou candidates connues à ce jour. Les exoplanètes découvertes par TESS sont particulièrement prometteuses, car TESS a délibérément ciblé des étoiles hôtes brillantes pour faciliter l’analyse spectroscopique détaillée de l’atmosphère de leurs planètes. Bien que TESS soit très efficace pour identifier de nouveaux signaux de transit, un effort de suivi substantiel est nécessaire pour valider chaque nouvelle candidate et le succès global de la mission TESS dépend fortement de l’obtention de ce suivi de la part d’observatoires externes. Une attention particulière est souvent requise pour les planètes à longue période qui souffrent fortement des biais impliqués dans les recherches de transit. Si l’on peut surmonter les défis observationnels supplémentaires, ces planètes constituent des bancs d’essai rares et précieux pour étudier la physique et la chimie des atmosphères plus froides. Dans cette thèse, j’ai collaboré avec la communauté de suivi des exoplanètes TESS sur plusieurs fronts en apportant des instruments précédemment inutilisés, en contribuant à l’effort général de vérification des candidates, ainsi qu’en menant des études de validation et de confirmation de cibles difficiles à longue période. Nous avons adapté le réseau de téléobjectifs Dragonfly (alias "Dragonfly"), conçu pour les cibles de faible luminosité de surface, à l’observation des transits d’exoplanètes. J’ai développé un nouveau mode d’observation adapté aux transits et créé des pipelines de planification, de traitement des données et d’analyse. Nous avons atteint une précision photométrique d’environ 0,5 ppt dans des intervalles de 4 à 5 minutes sur la plage 9 < mV < 13, compétitive avec d’autres observatoires au sol de classe 1–2 m. Nous avons également développé un vaste programme d’observation avec le satellite de surveillance des objets proches de la Terre (NEOSSat) couvrant 3 ans et 6 cycles d’observation pour observer les transits d’exoplanètes de longue durée, qui représentent un défi majeur à capturer avec des observatoires au sol. En utilisant ces deux instruments, nous avons fourni des observations pour le programme d’observation de suivi des exoplanètes TESS (ExoFOP). Grâce à mon travail dans ExoFOP, j’ai dirigé une publication de validation pour TOI-1221 b, une planète sub-neptunienne de 2,9 rayons terrestres sur une orbite de 92 jours. Non seulement nous avons écarté les scénarios de faux positifs pour cette planète tempérée à longue période, mais grâce à notre analyse détaillée de 6 transits TESS et 2 détections au sol, nous avons trouvé des preuves de variations de synchronisation de transit qui pourraient indiquer une autre planète cachée dans le système. Nous avons également utilisé NEOSSat pour rechercher un deuxième transit de TOI-2010 b, qui n’en montrait qu’un seul dans les données TESS. En surveillant l’étoile hôte sur une fenêtre d’incertitude de 7 jours, nous avons capturé le transit et amélioré considérablement notre connaissance de l’éphéméride de la planète. J’ai dirigé l’article de confirmation sur cette planète semblable à Jupiter avec une orbite de 142 jours, ajoutant une cible de faible insolation à la petite collection d’exoplanètes connues avec des périodes supérieures à 100 jours et des étoiles hôtes suffisamment brillantes pour un suivi spectroscopique. En plus de diriger ces deux projets spécifiques, mes observations avec Dragonfly et NEOSSat ont jusqu’à présent contribué à 10 autres publications dont je suis co-auteur. / Exoplanet discovery has undergone near-exponential growth over the last three decades. We now know exoplanet systems are the norm in the Galaxy and that a variety of planet archetypes exist that do not necessarily match our own Solar System. This rapid advancement is due in large part to space-based discovery missions utilizing the transit method to find and characterize new exoplanets. Kepler, and more recently, the Transiting Exoplanet Survey Satellite (TESS) have contributed the majority of confirmed or candidate exoplanets known today. The exoplanets discovered by TESS show particular promise, as TESS has deliberately targeted bright host stars to facilitate detailed spectroscopic analysis of their planets’ atmospheres. While TESS is highly efficient at identifying new transit signals, substantial follow-up effort is required to validate each new candidate and the overall success of the TESS mission heavily depends on attaining this follow-up from external observatories. Special attention is often required for long-period planets that suffer heavily from the biases involved in transit searches. If one can overcome the added observational challenges, these planets provide rare and valuable testbeds to investigate cool-atmosphere physics and chemistry. Through this thesis, I engaged with the TESS exoplanet follow-up community on several fronts by bringing previously unused instrument options to the endeavour, contributing to the general effort of candidate verification, as well as leading validation and confirmation studies of challenging long-period targets. We adapted the Dragonfly Telephoto Array (a.k.a. “Dragonfly”), designed for low-surface brightness targets, to the observation of exoplanet transits. I developed a new transient-appropriate observing mode and created scheduling, data processing, and analysis pipelines. We achieve a photometric precision floor of 0.5 ppt in 4–5-minute bins over the range 9 < mV < 13, competitive other 1–2 m class ground-based observatories. We also developed an extensive observing program with the Near-Earth Object Surveillance Satellite (NEOSSat) spanning 3 years and 6 observing cycles to observe long-duration exoplanet transits that provide a major challenge to capture with ground-based observatories. Using these two instruments, we provided follow-up observations for the TESS Exoplanet Follow-up Observing Program (ExoFOP). Through my work with ExoFOP, I led a validation publication for TOI-1221 b, a 2.9 Earth-radii sub-Neptune planet on a 92-day orbit. Not only do we rule out the false-positive scenarios for this long-period temperate planet, but through our detailed analysis of 6 TESS transits and 2 ground-based detections, we find evidence of transit timing variations that may indicate an additional hidden planet in the system. We also used NEOSSat to hunt for an elusive second transit of TOI-2010 b. By monitoring the host star over a 7-day uncertainty window, we caught the transit and vastly improved our knowledge of the planet’s ephemeris. I led the confirmation paper on this temperate Jupiter-like planet with a 142-day orbit, adding a low-insolation target to the small collection of known exoplanets with periods above 100 days and host stars bright enough for spectroscopic follow-up. Beyond leading these two specific projects, my observations with Dragonfly and NEOSSat have thus far contributed to 10 other publications for which I am co-author.

Submitted by Fabio Sobreira Campos da Costa (fabio.sobreira@ufpe.br) on 2017-02-21T15:12:08Z No. of bitstreams: 2 license_rdf: 1232 bytes, checksum: 66e71c371cc565284e70f40736c94386 (MD5) Dissertação_JoséVianneyMendonçaDeAlencastroJr.pdf: 648691 bytes, checksum: f2fbc98e547f0284f5aef34aee9249ca (MD5) / Made available in DSpace on 2017-02-21T15:12:08Z (GMT). No. of bitstreams: 2 license_rdf: 1232 bytes, checksum: 66e71c371cc565284e70f40736c94386 (MD5) Dissertação_JoséVianneyMendonçaDeAlencastroJr.pdf: 648691 bytes, checksum: f2fbc98e547f0284f5aef34aee9249ca (MD5) Previous issue date: 2016-09-09 / A lei de Newcomb-Benford, também conhecida como a lei do dígito mais significativo, foi descrita pela primeira vez por Simon Newcomb, sendo apenas embasada estatisticamente após 57 anos pelo físico Frank Benford. Essa lei rege grandezas naturalmente aleatórias e tem sido utilizada por várias áreas como forma de selecionar e validar diversos tipos de dados. Em nosso trabalho tivemos como primeiro objetivo propor o uso de um método substituto ao qui-quadrado, sendo este atualmente o método comumente utilizado pela literatura para verificação da conformidade da Lei de Newcomb-Benford. Fizemos isso pois em uma massa de dados com uma grande quantidade de amostras o método qui-quadrado tende a sofrer de um problema estatístico conhecido por excesso de poder, gerando assim resultados do tipo falso negativo na estatística. Dessa forma propomos a substituição do método qui-quadrado pelo método de Kolmogorov-Smirnov baseado na Função de Distribuição Empírica para análise da conformidade global, pois esse método é mais robusto não sofrendo do excesso de poder e também é mais fiel à definição formal da Lei de Benford, já que o mesmo trabalha considerando as mantissas ao invés de apenas considerar dígitos isolados. Também propomos investigar um intervalo de confiança para o Kolmogorov-Smirnov baseando-nos em um qui-quadrado que não sofre de excesso de poder por se utilizar o Bootstraping. Em dois artigos publicados recentemente, dados de exoplanetas foram analisados e algumas grandezas foram declaradas como conformes à Lei de Benford. Com base nisso eles sugerem que o conhecimento dessa conformidade possa ser usado para uma análise na lista de objetos candidatos, o que poderá ajudar no futuro na identificação de novos exoplanetas nesta lista. Sendo assim, um outro objetivo de nosso trabalho foi explorar diversos bancos e catálogos de dados astronômicos em busca de grandezas, cuja a conformidade à lei do dígito significativo ainda não seja conhecida a fim de propor aplicações práticas para a área das ciências astronômicas. / The Newcomb-Benford law, also known as the most significant digit law, was described for the first time by astronomer and mathematician Simon Newcomb. This law was just statistically grounded after 57 years after the Newcomb’s discovery. This law governing naturally random greatness and, has been used by many knowledge areas to validate several kind of data. In this work, the first goal is propose a substitute of qui-square method. The qui-square method is the currently method used in the literature to verify the Newcomb-Benford Law’s conformity. It’s necessary because in a greatness with a big quantity of samples, the qui-square method can has false negatives results. This problem is named Excess of Power. Because that, we proposed to use the Kolmogorov-Smirnov method based in Empirical Distribution Function (EDF) to global conformity analysis. Because this method is more robust and not suffering of the Excess of Power problem. The Kolmogorov-Smirnov method also more faithful to the formal definition of Benford’s Law since the method working considering the mantissas instead of single digits. We also propose to invetigate a confidence interval for the Kolmogorov-Smirnov method based on a qui-square with Bootstrapping strategy which doesn’t suffer of Excess of Power problem. Recently, two papers were published. I this papaers exoplanets data were analysed and some greatness were declared conform to a Newcomb-Benford distribution. Because that, the authors suggest that knowledge of this conformity can be used for help in future to indentify new exoplanets in the candidates list. Therefore, another goal of this work is explorer a several astronomicals catalogs and database looking for greatness which conformity of Benford’s law is not known yet. And after that , the authors suggested practical aplications for astronomical sciences area.