Phase clustering in globally coupled photochemical oscillators
Phase clustering in globally coupled photochemical oscillators
We experimentally investigate the formation of clusters in a population of globally coupled photochemical oscillators. The system consists of catalytic micro-particles in Belousov-Zhabotinsky solution and the coupling exploits the excitatory properties of light; an increase in the light intensity leads to excitation (“firing") of an oscillator. As the coupling strength is increased, a transition occurs from incoherence to clustering, whereby the oscillators split into synchronised groups, to complete synchronisation. Multistability is observed between a one-phase cluster (fully synchronised group) and two-phase clusters (two groups with the same frequency but different phases). The results are reproduced in simulations and we demonstrate that the heterogeneity of the population as well as the relaxational nature of the oscillators is important in the observation of clusters. We also examine the exploitation of the phase model for the prediction of clusters in experiments.
137–149
Taylor, A.F.
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Kapetanopoulos, P.
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Whitaker, B.J.
8178fdfe-f83a-4240-a269-42f974247917
Toth, R.
e22b9424-daf5-46fe-bc4d-313a16a9255e
Bull, L.
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Tinsley, M.R.
0a645040-261b-4e5d-b3ae-1335e3d0579e
20 December 2008
Taylor, A.F.
08028a29-428d-4732-b6b1-f7a93389b386
Kapetanopoulos, P.
b58bbe6d-73d0-40cb-8a08-74d3cbc7d314
Whitaker, B.J.
8178fdfe-f83a-4240-a269-42f974247917
Toth, R.
e22b9424-daf5-46fe-bc4d-313a16a9255e
Bull, L.
8a148b21-d011-403a-a477-04a1a0f06e52
Tinsley, M.R.
0a645040-261b-4e5d-b3ae-1335e3d0579e
Taylor, A.F., Kapetanopoulos, P., Whitaker, B.J., Toth, R., Bull, L. and Tinsley, M.R.
(2008)
Phase clustering in globally coupled photochemical oscillators.
European Physical Journal: Special Topics, 165, .
(doi:10.1140/epjst/e2008-00857-9).
Abstract
We experimentally investigate the formation of clusters in a population of globally coupled photochemical oscillators. The system consists of catalytic micro-particles in Belousov-Zhabotinsky solution and the coupling exploits the excitatory properties of light; an increase in the light intensity leads to excitation (“firing") of an oscillator. As the coupling strength is increased, a transition occurs from incoherence to clustering, whereby the oscillators split into synchronised groups, to complete synchronisation. Multistability is observed between a one-phase cluster (fully synchronised group) and two-phase clusters (two groups with the same frequency but different phases). The results are reproduced in simulations and we demonstrate that the heterogeneity of the population as well as the relaxational nature of the oscillators is important in the observation of clusters. We also examine the exploitation of the phase model for the prediction of clusters in experiments.
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Published date: 20 December 2008
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Local EPrints ID: 499560
URI: http://eprints.soton.ac.uk/id/eprint/499560
ISSN: 1951-6355
PURE UUID: fd907fd0-10f9-444f-ade0-784434b94122
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Date deposited: 25 Mar 2025 18:24
Last modified: 26 Mar 2025 03:14
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Author:
A.F. Taylor
Author:
P. Kapetanopoulos
Author:
B.J. Whitaker
Author:
R. Toth
Author:
L. Bull
Author:
M.R. Tinsley
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