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Phase-preserving nonreciprocal dynamics in coupled nonlinear oscillatorsa).

Ali Kogani1, Behrooz Yousefzadeh1

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Nonreciprocity in coupled nonlinear systems arises from differences in transmitted energy and phase. This study reveals phase bias is crucial for breaking reciprocity, even enabling phase-preserving nonreciprocity.

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Area of Science:

  • Nonlinear dynamics
  • Vibrational mechanics
  • Acoustic and mechanical metamaterials

Background:

  • Nonreciprocity is typically characterized by unequal energy transmission when source and receiver positions are swapped.
  • This energy asymmetry often correlates with a phase difference in transmitted signals.
  • Understanding the interplay of energy and phase is key to controlling wave propagation.

Purpose of the Study:

  • To investigate the role of phase bias in breaking reciprocity in coupled nonlinear systems.
  • To explore conditions under which energy bias alone causes nonreciprocity.
  • To develop methods for achieving phase-preserving nonreciprocity.

Main Methods:

  • Analysis of steady-state vibration transmission in coupled nonlinear systems under harmonic excitation.
  • Mathematical modeling to identify contributions of energy and phase biases.
  • Introduction of symmetry-breaking parameters to control system response.

Main Results:

  • Nonreciprocity in these systems is commonly driven by simultaneous biases in transmitted energy and phase.
  • Energy bias alone can induce nonreciprocity, but requires highly specific system parameters.
  • A method was demonstrated to achieve nonreciprocity while preserving phase.

Conclusions:

  • Phase bias plays a significant role in nonlinear nonreciprocity.
  • Controlling both energy and phase dynamics is essential for designing nonreciprocal systems.
  • The proposed methodology offers a pathway to engineer novel nonreciprocal devices.