| Coupled Oscillators in Quenched Random Potential (2006) | |||||||||||||||
Abstract | |||||||||||||||
| We study a synchronization of coupled oscillators in quenched random potential by numerical simulations as a model of sliding charge density waves and flux line lattices. By changing external driving force, we find a percolation transition of a cluster with a same frequency in a finite time observation. Percolating cluster, however, becomes unstable in the long time limit while finite size systems fall into limit cycle motion. | |||||||||||||||
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