PhD Candidate at Indiana University
Hi! I am a rising 5th-year Astronomy PhD candidate at Indiana University - Bloomington (IU) with a graduate minor in Scientific Computing. I am broadly interested in exoplanets and planetary science. My dissertation, under the advisorship of Dr. Songhu Wang, involves the use of numerical and observational efforts to study the origins of short-period gas giants. I am also greatly interested in planetary science, and participated in NASA's Planetary Science Summer School (PSSS). Additionally, I am heavily involved in scientific outreach and serve in various leadership roles at IU, including Undergraduate Research Coordinator and Department Tea Talk Coordinator.
I earned a B.S. in Astronomy-Physics, a B.S. in Physics and a certificate in Computer Sciences from the University of Wisconsin - Madison in May of 2020. During my undergraduate career, I also participated in astronomy and physics outreach as the Volunteer Coordinator and Vice President of the Astronomy Club.
When not doing science, I am likely on my feet. First and foremost, I am an avid long distance runner. These days, I mainly run marathons, and plan to participate in the 2025 Boston Marathon. I also love hiking, and have particularly enjoyed my visits to several National Parks. Originating from Minnesota, I try to make the most of my winters by cross-country skiing. I also dabble in ultimate frisbee and indoor climbing (at a very novice level!).
Measuring system spin-orbit angles via the Rossiter-McLaughlin effect to probe misalignment mechanisms and evolutionary histories.
Observationally-motivated N-body simulations of short-period giant systems, with a focus on the dynamical footprints left by different origin stories.
Developing a New Frontiers mission concept for an orbiting spacecraft at Saturn's moon, Titan, as part of NASA's PSSS program.
Constraining the evolution of AGN density, luminosity, and spectral type as a function of redshift.
Development of electronics, software, and optical systems for use in quantum computation with neutral atoms.