Activation-driven resonant systems are commonly measured through intensity spectra, where superposed activation-synchronized and resonant contributions can distort intrinsic Lorentzian responses into Fano-like spectra. Forward Brillouin scattering (FBS) is a typical optomechanical example, in which Kerr-induced cross-phase modulation (XPM) interferes with resonant FBS-induced XPM and limits reliable extraction of guided-acoustic resonance dynamics. Here, we introduce a reference-phase-anchor-based equiphase observation basis (EPOB) to reconstruct FBS dynamics. By defining a controlled observation phase in the measured XPM response field, EPOB fixes the Kerr-induced XPM as a deterministic phase basis and enables controlled quadrature projection of the complex Lorentzian FBS response. Using a coherent-activation-based Sagnac interferometer, we experimentally reconstruct the real and imaginary components, as well as the full complex transient FBS dynamics. For substance identification, EPOB resolves the fundamental trade-off between two response regimes. The activation stage provides strong signals corrupted by Kerr interference, whereas the decay stage delivers spectrally clean but much weaker signals. The decay-stage response also degrades much more rapidly with linewidth broadening. Consequently, existing grating-free liquid FBS sensors remain limited to a spatial recognition length of ∼80 cm, despite the millimeter-scale capability demonstrated in air. We further validate EPOB by distinguishing air, ethanol, and water using an 8-cm fiber, achieving an order-of-magnitude improvement in spatial recognition capability. These results establish EPOB as an observation-basis framework for reconstructing weak resonant dynamics in systems where deterministic activation-synchronized and resonant responses coexist.
The determinacy of the extreme-intensity distribution after coherent diffraction by finitely many statistics of a random acoustic medium is examined. In a paraxial model driven by bounded marked Poisson events, the linear intensity response has an exact compound-Poisson law. For every prescribed finite even order, no...
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Echoes observed in the intensity-intensity autocorrelation functions [$g_2(q, \tau)$] is a powerful method for probing nonaffine deformations and yielding behavior of soft viscoelastic materials subjected to an oscillatory shear. Multispeckle X-ray photon correlation spectroscopy (XPCS) measurements of large number of...
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Using numerical simulations, we study when photodetector-only feedback can selectively excite a transverse eigenmode of an optical cavity by optimizing a phase-only input wavefront. The distinction between spectral distinguishability and mode control is crucial: the phase mask can redistribute input power among cavity...
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Light reflected from a deforming solid depends on boundary motion and strain-induced modulation of the dielectric response. For a propagating acoustic field, scattering from different depths interferes coherently, so the measured optical amplitude and phase depend jointly on the strain profile, dielectric constant, and...
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iPINN is introduced, a inverse physics-informed neural network that predicts Lorentzian peak parameters from raw BCARS spectra and reconstructs the resonant susceptibility through a differentiable analytical forward model and supports robust phase retrieval across measurement conditions.
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