Date of Presentation
4-29-2025 1:00 PM
College
College of Science & Mathematics
Faculty Sponsor(s)
Dr. Helga Huntley
Poster Abstract
We present analytic solutions and a stability analysis for a system of nonlinear coupled differential equations that describe the time evolution of kinematic properties of geophysical fluids. Solution curves in phase space are interestingly hyperbolic, elliptical, or parabolic in nature, depending on the initial conditions we input and have interesting geometrical properties.
Disciplines
Mathematics
Document Type
Poster
Included in
Stability Analysis & Analytic Solutions to Unforced Kinematic Property Equations
We present analytic solutions and a stability analysis for a system of nonlinear coupled differential equations that describe the time evolution of kinematic properties of geophysical fluids. Solution curves in phase space are interestingly hyperbolic, elliptical, or parabolic in nature, depending on the initial conditions we input and have interesting geometrical properties.