1993
DOI: 10.1366/0003702934048497
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Three-Dimensional Digital Confocal Raman Microscopy

Abstract: We describe an iterative image restoration technique which functions as digital confocal microscopy for Raman images. We deconvolute the lateral and axial components of the microscope point spread function from a series of optical sections, to generate a stack of well-resolved Raman images which describe the three-dimensional topology of a sample. The technique provides an alternative to confocal microscopy for three-dimensional microscopic Raman imaging.

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Cited by 48 publications
(34 citation statements)
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“…Results of decomposition of confocal Raman spectral images, presenting a distribution of (b) water and (c) carbon dioxide in the successive set (from top to bottom) to layers of the sample. The numbers(2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13)(14) correspond to the relative distances between the layers of the sample in prn.S . SHARONOV ET AL.…”
mentioning
confidence: 99%
“…Results of decomposition of confocal Raman spectral images, presenting a distribution of (b) water and (c) carbon dioxide in the successive set (from top to bottom) to layers of the sample. The numbers(2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13)(14) correspond to the relative distances between the layers of the sample in prn.S . SHARONOV ET AL.…”
mentioning
confidence: 99%
“…Though Raman spectral signatures are much weaker than fluorescence emission spectra, it is possible to perform Raman spectral imaging at the single cell level with modern detection technologies. Hyperspectral Raman microscopy can be implemented in a variety of formats similar to those described for hyperspectral fluorescence microscopy (Christensen & Morris, 1998;Govil, et al, 1993;Morris, et al, 1996), however the most commonly utilized for visualizing endocytosis in living cells has been the confocal pointscanning method, due to its availability, high sensitivity, optical sectioning capability, and speed.…”
Section: Applications Of Raman Spectral Imaging In Endocytosismentioning
confidence: 99%
“…Equation (1) requires some modifications for gaseous solutions and it can be done as follows. Fora binary mixture of gas A, containing the nucleus X whose shielding oŸ is of interest, and gas B as the solvent, it can be written as oŸ = a0(X) + O-AA(X)PA + Cr,,B(X)PB + .... (2) where PA and PB are the densities of A and B and a0(X ) is the shielding at the zero-density limit. The coefficients crAA(X ) and aAB(X ) contain the bulk susceptibility corrections ((erA) b and (aB)u), and the terms taking into account the intermolecular interactions during the binary collisions of A-A and A-B molecules are O' I(A_A~(X ) and al(A.m(X ).…”
Section: Nuclear Magnetic Shieldÿmentioning
confidence: 99%