Circumstellar Accretion Disks
Disk evolution is a pivotal topic in astrophysics due to the necessity of something as simple as efficient angular momentum transport. If this transport mechanism can be described accurately, it would help explain disk lifetimes, planet formation and evolution, among other important topics. Early in the disk lifetime this would be dominated by gravitational instabilities, capable of generating strong mass accretion due to significant gas overdensities. Recent discoveries of self-gravitating circumstellar disks (Elias 2-27) and potentially even disk fragmentation (L1448 IRS3B) suggest that self-gravitating disks are an important stage of star and planet formation.
Gas overdensities often take the form of spiral arms in the disk, but under the right conditions lead to the quick formation of gas giant planets and brown dwarfs. My job is to model the ideal mass and cooling constraints that lead to planets. To do this I use finite difference hydrodynamic simulation codes, like PENCIL, PLUTO and RAMSES, to model local and global effects relating to gravitational instabilities.
The discovery of large gas giant planets with large orbital distances, such as those around HR 8799, suggests that some planets are not formed by core accretion. Gravitational instability has the potential to explain the existence of these planets while not competing with core accretion at shorter radii.
For more details, including a gallery of selected results, click here or on "Research" above to the left.
I am originally from Salt Lake City, completing my bachelor education in math and physics at the University of Utah in 2012. I continued studying physics at the Ruprecht-Karls University in Heidelberg, earning a masters degree in spring 2015. Since September 2015, I have been a doctoral student in the theory of planet and star formation group at the MPIA in Heidelberg. For a more detailed history, see here for my CV.
My publications (ADS link)
The PENCIL code
PLUTO code, in conjuction with the Chombo libraries for adaptive mesh refinement.
The RAMSES code
Other things I like:
The cartoons of Pat Bagley, Matt Davies, Mike Lukovich, Wiley Miller, and Pat Oliphant
falstad.com: Java applets that demonstrate basic math and physics concepts
Life out of balance?