Mark E. Siemens, Galan Moody, Hebin Li, Alan D. Bristow, Steven T. Cundiff
Abstract
We derive analytical forms for resonance lineshapes in two-dimensional Fourier transform spectroscopy. Applying the projection-slice theorem of 2D Fourier transforms provides diagonal and cross-diagonal lineshapes in the 2D frequency data for arbitrary inhomogeneity.
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We derive analytical forms for resonance lineshapes in two-dimensional Fourier transform spectroscopy. Applying the projection-slice theorem of 2D Fourier transforms provides diagonal and cross-diagonal lineshapes in the 2D frequency data for arbitrary inhomogeneity.
Key concepts: Fourier transform, Diagonal, Fourier transform spectroscopy, Spectroscopy, Fourier transform infrared spectroscopy, Fourier analysis, Projection (relational algebra), Resonance (particle physics)