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Benjamin's avatar

Spectroscopy is so cool :) One question about it: Is it possible to construct two samples made of different elements which have an indistinguishable spectrum? Or are the spectral 'fingerprints' of each element sufficiently unique?

Sounds like a problem that one could formalize in linear algebra, maybe ... if we treat each wavelength as a dimension in a real-valued vector space and each spectral fingerprint as a vector, the question is whether the set of all these vectors is linearly independent, I think.

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Bill Gye's avatar

Another article explaining stuff so well! I assume there is some limit to spectroscopy’s ability to detect a multiple number of different elements in that once you get above a certain complexity of elements there would be overlaps (like overpaying multiple QR codes) in the spectroscopic image and thus some degree of ambiguity could set in. Or maybe this is resolved through obtaining finer and finer images

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