214 citations · 277 across the 11 of their papers we have counts for
11 papers
A Pedagogical Extension of the One Dimensional Schrödinger's Equation to Symmetric Proximity Effect System Film Sandwiches
B. J. Luke, P. R. Broussard
This study sought to use Schrödigner's equation to model superconducting proximity effect systems of symmetric forms. As N. R. Werthamer noted, [Phys. Rev. \textbf{132} (6), 2441 (…
Upper Limit Transverse Voltage Calculations from the Glazman Model
M. E. Broussard, P. R. Broussard
The model of Transverse Voltage proposed by L.I. Glazman made predictions on the upper current limit for the existence of Transverse Voltage. In his paper, the upper limit for curr…
Parallel Critical Field in Thin Niobium Films: Comparison to Theory
P. R. Broussard
For the first time, a comparison to the predicted behavior for parallel critical field is carried out for the model of Kogan and the model of Hara and Nagai. In this study, thin ni…
Proximity effect in Nb-Mo layered films: Transition temperature and critical current dependence on period
A. E. Walker, J. Veldhorst, D. M. Myers +3
The behavior of the transition temperature and critical current density for a Mo/Nb repeated bilayer system as a function of the number of periods was explored. The measured values…
Pedagogical applications of the one-dimensional Schrödinger's equation to proximity effect systems: Comparison of Dirichlet and Neumann boundary conditions
P. R. Broussard
Proximity effect systems in superconducting films can be modeled by a one-dimensional Schrödinger equation. Several systems are studied using Dirichlet and Neumann boundary conditi…
Search for Chaotic Behavior in a Flapping Flag
J. O. McCaslin, P. R. Broussard
We measured the correlation of the times between successive flaps of a flag for a variety of wind speeds and found no evidence of low dimensional chaotic behavior in the return map…