
This work presents a theoretical framework for dynamically modifying the structural dynamics of liquid water using high-frequency parametric driving. Modeling water as a dense network of interacting dipolar rotors, we analyze the effect of a fast, coherent electromagnetic field in the multi-terahertz regime using Floquet averaging techniques. We show that high-frequency driving induces a renormalization of dipole-dipole interactions via a Bessel-function dependence, effectively modifying the orientational energy landscape. This mechanism can significantly reduce rotational diffusion and extend hydrogen-bond lifetimes, leading to a transition toward a long-lived prethermal regime with enhanced structural correlations. The model predicts a crossover from rapidly decorrelating liquid dynamics to a dynamically stabilized state with increased tetrahedral ordering under sufficiently strong driving. This work provides a physically motivated framework for controlling the dynamics and topology of dipolar liquids through non-equilibrium parametric forcing.
dipolar interactions, Floquet theory, nonlinear dynamics, orientational dynamics, statistical physics, non-equilibrium systems, parametric stabilization, hydrogen bonding, complex systems, liquid water
dipolar interactions, Floquet theory, nonlinear dynamics, orientational dynamics, statistical physics, non-equilibrium systems, parametric stabilization, hydrogen bonding, complex systems, liquid water
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