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However, the nonlinear interaction lifts this restriction on the couplings, allowing the sub- skin modeψ (1) n to appear over a wide range of couplings

From these constraints, it follows that E= (1− √ 5)J 2 1 2J2 andJ−1 = ( √ 5−2)J 3 1 J 2 2 wheng= 0, which restricts the values of one of the couplings for the appearance of tha

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Subskin modes in a nonlinear non-Hermitian system

physics.optics · 2025-05-14 · conditional · novelty 6.0

In a nonlinear non-Hermitian lattice, subskin modes localized below the edge can form without the strict coupling constraints required in linear systems, while deeper subskin modes still require fine-tuning.

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  • Subskin modes in a nonlinear non-Hermitian system physics.optics · 2025-05-14 · conditional · none · ref 2

    In a nonlinear non-Hermitian lattice, subskin modes localized below the edge can form without the strict coupling constraints required in linear systems, while deeper subskin modes still require fine-tuning.