Unified Theory for Polarization Analysis in Second Harmonic and Sum Frequency Microscopy

A unified theoretical framework for the recovery of second-order nonlinear susceptibility tensors and sample orientations from polarization-dependent second harmonic generation and sum frequency generation microscopy was developed. Jones formalism was extended to nonlinear optics and was used to bri...

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Veröffentlicht in:Biophysical journal 2016-10, Vol.111 (7), p.1553-1568
Hauptverfasser: Dow, Ximeng Y., DeWalt, Emma L., Newman, Justin A., Dettmar, Christopher M., Simpson, Garth J.
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container_end_page 1568
container_issue 7
container_start_page 1553
container_title Biophysical journal
container_volume 111
creator Dow, Ximeng Y.
DeWalt, Emma L.
Newman, Justin A.
Dettmar, Christopher M.
Simpson, Garth J.
description A unified theoretical framework for the recovery of second-order nonlinear susceptibility tensors and sample orientations from polarization-dependent second harmonic generation and sum frequency generation microscopy was developed. Jones formalism was extended to nonlinear optics and was used to bridge the experimental observables and the local-frame tensor elements. Four commonly used experimental architectures were explicitly explored, including polarization rotation with no postsample optics, polarization-in polarization-out measurement, and polarization modulation with and without postsample optics. Polarization-dependent second harmonic generation measurement was performed on Z-cut quartz and the local-frame tensor elements were calculated. The recovered tensor elements agree with the expected values dictated by symmetry.
doi_str_mv 10.1016/j.bpj.2016.04.019
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subjects Algorithms
Measurement
Microscopy, Polarization - methods
Models, Theoretical
Optical Phenomena
Optics
Quartz
Quartz - chemistry
Symmetry
Systems Biophysics
title Unified Theory for Polarization Analysis in Second Harmonic and Sum Frequency Microscopy
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