2003
DOI: 10.1364/oe.11.002126
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Multimodal multiplex spectroscopy using photonic crystals

Abstract: Spatio-spectral transmission patterns induced on low coherence fields by disordered photonic crystals can be used to construct optical spectrometers. Experimental results suggest that 1-10 nm resolution multimodal spectrometers for diffuse source analysis may be constructed using a photonic crystal mounted on a focal plane array. The relative independence of spatial and spectral modal response in photonic crystals enables high efficiency spectral analysis of diffuse sources..

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Cited by 95 publications
(70 citation statements)
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“…Vibrações de grupos C=C de anéis aromáticos da molécula de tanino podem ser associadas a bandas observadas entre 1655 e 1400 cm -1 . Em torno de 1340 cm -1 são observadas bandas que também podem estar associadas a vibrações de grupos C=C do anel aromático 17 . Taninos são compostos fenólicos que fazem parte dos metabó-litos secundários encontrados em plantas e são conhecidos por apresentarem ação biológica [18][19][20] .…”
Section: Resultsunclassified
“…Vibrações de grupos C=C de anéis aromáticos da molécula de tanino podem ser associadas a bandas observadas entre 1655 e 1400 cm -1 . Em torno de 1340 cm -1 são observadas bandas que também podem estar associadas a vibrações de grupos C=C do anel aromático 17 . Taninos são compostos fenólicos que fazem parte dos metabó-litos secundários encontrados em plantas e são conhecidos por apresentarem ação biológica [18][19][20] .…”
Section: Resultsunclassified
“…The spectral reconstruction process can be framed as an energy minimization problem, in which the optimal solution of the input spectrum, S, is the one that minimizes the energy E = ||I − T S|| 2 [1]. To find the optimal S, we developed a simulated annealing algorithm.…”
Section: Algorithm For Spectral Reconstructionmentioning
confidence: 99%
“…While traditional spectrometers are based on one-to-one spectral-to-spatial mapping, spectrometers can also operate on more complex spectral-to-spatial mapping [1][2][3]. In these implementations, a transmission matrix is used to store the spatial intensity profile generated by different input wavelengths.…”
Section: Introductionmentioning
confidence: 99%
See 1 more Smart Citation
“…Matrix left-inversion gives a least-square solution s ¼ L À 1 W, which applies in situations even when W = 2 spanfu i g i where u i are the calibrated frequencies, that is, the spectral reconstruction works even for a continuous input spectrum. In addition, this solution can be treated as an initial solution s 0 to the more general minimization problem kLs À Wk 2 where || Á || 2 denotes the 2-norm [19][20][21][22][23]29 . By eliminating the non-physical negative solutions and then solving this minimization problem using a nonlinear optimization algorithm, we can reconstruct the spectra of a measured signal more accurately (see Supplementary Methods for further discussion).…”
Section: Resultsmentioning
confidence: 99%