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Critical Phenomena in Axisymmetry using Adaptive Finite Difference Methods

Semester: Spring 2025


Presentation description

Critical phenomena occur in systems with just enough mass to be on the verge of collapsing into a black hole. To address the computational restraints of fully 3D simulations, we are investigating these phenomena in axisymmetry. We developed a codebase capable of solving our (2 + 1) + 1 decomposition of GR using finite differencing and wavelet adaptive refinement. We present results from critical point searches and simulations of near-critical scalar fields and brill waves in axisymmetry.

Presenter Name: Lukas Mesicek
Presentation Type: Poster
Presentation Format: In Person
Presentation #35B
College: Science
School / Department: Physics & Astronomy
Research Mentor: John Belz
Time: 10:45 AM
Physical Location or Zoom link:

Union Ballroom