Professor Armin Kargol studied physics and mathematics at the University of Wroclaw in Poland and at Virginia Tech. He did postdoctoral work at the Institute for Mathematics and Its Applications at the University of Minnesota in Minneapolis and at Tulane University in New Orleans. Initially, his research was concerned with mathematical foundations of quantum mechanics, including semiclassical and Born-Oppenheimer approximations as well as C*-algebras of operators. Soon after completing his PhD, Prof. Kargol became interested in mathematical modeling of biological processes, in particular transport processes on a cellular level, as well as experimental studies of membrane transport processes. His research now concentrates on nonequilibrium properties of ion channels in cellular membranes. It involves ion channel electrophysiology, numerical simulations, and theoretical analysis of channel gating kinetics. Another area of his interest is the thermodynamics of membrane transport processes. Prof. Kargol leads a Biophysics Lab devoted to patch clamping studies on voltage-gated ion channels. His research group includes several undergraduate student researchers. Go to research page.
Prof. Kargol has taught physics in Poland and at Tulane University in New Orleans. At Loyola University he has been responsible for physics courses for pre-health students and for introductory and advanced physics courses for majors.
Degrees
Classes Taught
- Introduction to Mechanics (PHYS A101)
- Mechanics Lab (PHYS A103)
- Introduction to E&M and Relativity (PHYS A102)
- EM Lab (PHYS A104)
- Introduction to Waves and Quantum Physics (PHYS A240)
- Classical Mechanics (PHYS A340)
- Quantum Mechanics (PHYS A450)
- Cellular Biophysics (PHYS A436)
- Physics for Life Sciences (PHYS A115-116)
- Basic Physics Lab (PHYS A112-113)
- Introduction to Physics (PHYS T122)
- Investigating Nature (SCIE T129)
Areas of Expertise
Ion channel electrophysiology, numerical simulations of ion channel gating kinetics, theoretical analysis of channel gating, mathematical modeling of biological processes, thermodynamics of membrane transport processes, quantum mechanics