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Tuning the phase of circadian entrainment
Author(s) -
Grigory Bordyugov,
Ute Abraham,
Adrián E. Granada,
Pia Rose,
Katharina Imkeller,
Achim Kramer,
Hanspeter Herzel
Publication year - 2015
Publication title -
journal of the royal society interface
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.655
H-Index - 139
eISSN - 1742-5689
pISSN - 1742-5662
DOI - 10.1098/rsif.2015.0282
Subject(s) - zeitgeber , entrainment (biomusicology) , circadian rhythm , circadian clock , suprachiasmatic nucleus , light effects on circadian rhythm , bacterial circadian rhythms , neurospora crassa , physics , rhythm , mechanics , biology , neuroscience , biochemistry , acoustics , mutant , gene
The circadian clock coordinates daily physiological, metabolic and behavioural rhythms. These endogenous oscillations are synchronized with external cues (‘zeitgebers’), such as daily light and temperature cycles. When the circadian clock is entrained by a zeitgeber, the phase differenceψ between the phase of a clock-controlled rhythm and the phase of the zeitgeber is of fundamental importance for the fitness of the organism. The phase of entrainmentψ depends on the mismatch between the intrinsic periodτ and the zeitgeber periodT and on the ratio of the zeitgeber strength to oscillator amplitude. Motivated by the intriguing complexity of empirical data and by our own experiments on temperature entrainment of mouse suprachiasmatic nucleus (SCN) slices, we present a theory on how clock and zeitgeber properties determine the phase of entrainment. The wide applicability of the theory is demonstrated using mathematical models of different complexity as well as by experimental data. Predictions of the theory are confirmed by published data onNeurospora crassa strains for different period mismatchesτ −T and varying photoperiods. We apply a novel regression technique to analyse entrainment of SCN slices by temperature cycles. We find that mathematical models can explain not only the stable asymptotic phase of entrainment, but also transient phase dynamics. Our theory provides the potential to explore seasonal variations of circadian rhythms, jet lag and shift work in forthcoming studies.

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