2003
DOI: 10.1051/0004-6361:20031317
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Optical constants of powdered limestone obtained by taking into account the grain shapes: Applicability to Martian studies

Abstract: Abstract. The modelling and the interpretation of infrared spectra exhibited by astronomical dusty objects require fair acquaintance with complex refractive indices, the so-called "optical constants", of cosmic analog materials. It turns out that the spectra of the latter, in case of a crystalline granular material, depend on the size and the shape of the grains and may differ from the spectra of the same material but in bulk form. This phenomenon can be very elegantly accounted for by considering optical latt… Show more

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Cited by 8 publications
(2 citation statements)
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“…The Spitzer and Kleinman [1961] and Wenrich and Christensen [1996] quartz dielectric functions were determined for polished, single‐crystal disks of quartz. When d < λ, use of IR optical constants for a bulk rather than particulate sample of any composition may cause a mismatch between theoretical and laboratory spectra [ Jurewicz et al , 2003, and references therein]; mismatches between n and k magnitudes have been noted in comparisons of bulk and powdered quartz IR optical constants [ Arnold et al , 1996]. Despite this caveat, the quartz dielectric functions of Wenrich and Christensen [1996] appear to be the best optical constants currently available for modeling recently acquired laboratory ε(λ) spectra.…”
Section: Radiative Transfer Model Descriptionmentioning
confidence: 99%
“…The Spitzer and Kleinman [1961] and Wenrich and Christensen [1996] quartz dielectric functions were determined for polished, single‐crystal disks of quartz. When d < λ, use of IR optical constants for a bulk rather than particulate sample of any composition may cause a mismatch between theoretical and laboratory spectra [ Jurewicz et al , 2003, and references therein]; mismatches between n and k magnitudes have been noted in comparisons of bulk and powdered quartz IR optical constants [ Arnold et al , 1996]. Despite this caveat, the quartz dielectric functions of Wenrich and Christensen [1996] appear to be the best optical constants currently available for modeling recently acquired laboratory ε(λ) spectra.…”
Section: Radiative Transfer Model Descriptionmentioning
confidence: 99%
“…Such measurements provide an understanding for how individual minerals contribute to a bulk spectrum as observed on planetary surfaces and can help link meteorites to asteroid families. This approach has been applied to other whole rock samples, for example comparing optical constants of limestone to carbonates on Mars (Orofino et al 2002;Jurewicz et al 2003).…”
Section: Introductionmentioning
confidence: 99%