Energy Barriers for Flux Lines in 3 Dimensions
Barbara Drossel
TL;DR
This paper investigates how energy barriers for flux lines in three-dimensional random environments scale with length, combining numerical and analytical methods to reveal their relationship with free energy fluctuations.
Contribution
It introduces a combined numerical and analytical approach to determine the scaling behavior of energy barriers for flux lines in 3D random potentials.
Findings
Barriers scale with line length similarly to free energy fluctuations.
Numerical simulations support the analytic predictions.
Scaling behavior is characterized by specific exponents.
Abstract
I determine the scaling behavior of the free energy barriers encountered by a flux line in moving through a three-dimensional random potential. A combination of numerical simulations and analytic arguments suggest that these barriers scale with the length of the line in the same way as the fluctuation in the free energy.
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