Glass Formation in a Periodic Long-Range Josephson Array
P. Chandra, M. V. Feigelman, L. B. Ioffe
TL;DR
This paper analytically investigates a dynamical glass transition in a periodic long-range Josephson array under a weak transverse field, highlighting a diverging relaxation time and a jump in the Edwards-Anderson order parameter without a static transition.
Contribution
It provides an analytical description of a dynamical glass transition in a long-range Josephson array, revealing unique features of the transition.
Findings
Diverging relaxation time at the transition
Jump in Edwards-Anderson order parameter
No static transition accompanies the dynamical glass transition
Abstract
We present an analytic study of a dynamical instability in a periodic long-range Josephson array frustrated by a weak transverse field. This glass transition is characterized by a diverging relaxation time and a jump in the Edwards-Anderson order parameter; it is {\sl not} accompanied by a coinciding static transition.
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