Superexcitability in Chiral Oscillators with Spatial Degrees of Freedom
Alessandro Scir\`e
TL;DR
This paper numerically investigates the behavior of interacting chiral oscillators, focusing on their superexcitability phenomena influenced by intrinsic rotational handedness and spatial degrees of freedom.
Contribution
It introduces a numerical analysis of superexcitability in chiral oscillators considering spatial degrees of freedom, highlighting the effects of chirality on oscillator dynamics.
Findings
Identification of superexcitability regimes in chiral oscillators
Demonstration of the influence of spatial degrees of freedom on oscillator behavior
Insights into the role of intrinsic handedness in oscillator interactions
Abstract
This work presents a numerical investigation of interacting chiral oscillators (COs), characterized by an intrinsic rotational handedness.
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Taxonomy
TopicsNonlinear Dynamics and Pattern Formation · Quantum chaos and dynamical systems · Origins and Evolution of Life