Extending the beat-wave model to chiral media yields a criterion for when enantio-sensitive interference in harmonic generation survives spatial or angular integration as global chirality versus remaining local.
This can be viewed as either settingL∆K≪1 or reducing the dimension of the Fourier space via eliminating the dual of the fixed spatial coordinate
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A beat wave approach to harmonic generation in chiral media
Extending the beat-wave model to chiral media yields a criterion for when enantio-sensitive interference in harmonic generation survives spatial or angular integration as global chirality versus remaining local.