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Showing papers by "N. C. Wickramasinghe published in 1998"


Journal ArticleDOI
TL;DR: In this paper, the authors re-examined recent infrared spectroscopy of astronomical sources, particularly over the 2-4 μm and 8-13 μm wavebands, in relation to the hypothesis of biological grains.
Abstract: Recent infrared spectroscopy of astronomical sources, particularly over the 2–4 μm and 8–13 μm wavebands, is re-examined in relation to the hypothesis of biological grains. The most relevant new observations provide further support for this hypothesis.

8 citations


Proceedings ArticleDOI
06 Jul 1998
TL;DR: In this paper, air samples are collected at various altitude sin the stratosphere using balloons flown form Hyderabad, India. The samples will be passed through sterile micropore filters, after which the filters will be analyzed using voltage sensitive lipophilic dyes to detect the presence of either active or non-active cells.
Abstract: Air samples are to be collected at various altitude sin the stratosphere using balloons flown form Hyderabad, India. The samples will be passed through sterile micropore filters, after which the filters will be analyzed using voltage sensitive lipophilic dyes to detect the presence of either active or non-active cells. Organisms detected in this manner will be studied using static mass spectroscopy to establish isotropic ratios 13C/12C and D/H, which would distinguish between terrestrial and extraterrestrial cells.

8 citations


Journal ArticleDOI
TL;DR: In this article, a modified Kramers Kronig integral is derived and shown to produce excellent results when k data is only known over a limited range, by considering the effect of resonance features simulated using the Dirac-Delta function, the new integral is shown to be more rapidly converging than both the conventional Kramer-Kronig integral and a modified (Subtractive Kramer Kronig -SKK) integral introduced by Ahrenkiel (1971).
Abstract: A new modified Kramers Kronig Integral is derived and shown to produce excellent results when k data is only known over a limited range. By considering the effect of resonance features simulated using the Dirac-Delta function, the new integral is shown to be more rapidly converging than both the conventional Kramers Kronig integral and a modified (Subtractive Kramers Kronig – SKK) integral introduced by Ahrenkiel (1971). The new integral does not require extensive extrapolation of reflectance data outside the measured region in order to produce reliable results. By extending the above procedure to include n data points, it is shown that at wavelength λ0, \[ n(λ_0)=\sum_{i=1}^{\rm n}(-1)^{\rm n+1}\prod_{\stackrel{j=1}{j ot=i}}^{\rm n} \frac{(λ_j^2-λ_0^2)}{(λ_i^2- λ_j^2)}n(λ_i)+\frac{2}{\pi}P\int_{0}^{\infty}(-1)^{\rm n+1} \frac{\prod_{i=1}^{\rm n}(λ_i^2-λ_0^2)}{\prod_{i=0}^{\rm n}(λ^2-λ_i^2)}λ k(λ)dλ \] with relative error given by, \[ R_n(λ_0)=\prod_{i=1}^{\rm n}\frac{λ_i^2- λ_0^2}{λ_Σ^2-λ_i^2} . \] This nth order expression should prove useful in establishing the internal self-consistency of data sets for which both optical coefficients have been theoretically derived.

3 citations


Journal ArticleDOI
TL;DR: In this article, it was shown that nanometre-sized microdiamonds of the type recently discovered in meteorites could make up a significant fraction of interstellar carbon, and thus explain the observed excess of interstellar extinction at ultraviolet wavelengths.
Abstract: Nanometre-sized microdiamonds of the type recently discovered in meteorites could make up a significant fraction of interstellar carbon, and thus explain the observed excess of interstellar extinction at ultraviolet wavelengths.

2 citations