Amplification of magnetic field effects via critical dynamics in a nonlinear oscillatory system

非线性振荡系统中临界动力学对磁场效应的放大

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Abstract

Weak magnetic fields are known to modulate circadian rhythms in living systems, yet the chemical basis of their influence on oscillatory dynamics remains unresolved. This is a paradox given the negligible energies of the magnetic interactions (∼10(-2) kJ mol(-1) T(-1)) relative to thermal noise. Using the Briggs-Rauscher reaction as a model system, we show that applied magnetic fields (0-200 mT) induce an unprecedented amplification of oscillatory behavior via critical dynamics close to a Hopf bifurcation, driving 12% enhancement in reaction rate while 1500% enhancement in oscillation amplitudes of key intermediates (Mn(2+) and I(-)). Simulations using the de Kepper-Epstein model for the inherent non-linearity of feedback-driven oscillations reveal that magnetic field effects perturb bifurcation thresholds, magnifying even subtle changes in spin-selective radical recombination rates. Our findings establish a mechanism for magnetic field modulation in oscillatory networks, resolving the energy paradox and positioning magnetic fields as a potent tool for manipulating non-equilibrium chemical and biological systems.

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