M
Michael E. Brown
Researcher at University of Dundee
Publications - 544
Citations - 24424
Michael E. Brown is an academic researcher from University of Dundee. The author has contributed to research in topics: Solar System & Population. The author has an hindex of 76, co-authored 534 publications receiving 21650 citations. Previous affiliations of Michael E. Brown include Iowa State University & University of Michigan.
Papers
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Journal ArticleDOI
Production of Sulfur Allotropes in Electron Irradiated Jupiter Trojans Ice Analogs
Ahmed Mahjoub,Michael J. Poston,Jordana Blacksberg,John M. Eiler,Michael E. Brown,Bethany L. Ehlmann,Robert Hodyss,Kevin P. Hand,Robert W. Carlson,Mathieu Choukroun +9 more
TL;DR: In this paper, the color bimodality of Jupiter Trojans and Kuiper Belt Objects (KBOs) was correlated with sulfur chemistry in the early solar system.
Proceedings ArticleDOI
What and when: the role of course type and timing in students' academic performance
TL;DR: Students were the most likely to enter a classification in fields like the natural science, mathematics, and engineering in comparison to humanities courses, and the timing of assessments played a major role in students' ability to exit a classification.
Journal ArticleDOI
Evidence for short cooling time in the Io plasma torus
TL;DR: In this article, the Io torus was observed to have a cooling time of only five hours, which is about a factor of ten less than presently accepted values, and was shown to be compatible with theoretical estimates if the electron density in the ribbon is ∼10^4/cm^3.
Journal ArticleDOI
A new 1.6-micron map of Titan's surface
Henry G. Roe,I. de Pater,Seran G. Gibbard,Bruce Macintosh,Claire E. Max,Eliot F. Young,Michael E. Brown,A. H. Bouchez +7 more
TL;DR: This article presented a new map of Titan's surface obtained in the spectral 'window' at ∼1.6 μm between strong methane absorption, which was created from images obtained using adaptive optics on the W.M. Keck II telescope.
Journal ArticleDOI
Asymptotic phase errors in parabolic approximations to the one‐way Helmholtz equation
TL;DR: Tappert et al. as discussed by the authors used the canonical Hamiltonian formalism to derive ray equations and showed that among the class of parabolic approximations that allow the split-step Fourier algorithm to be used, the wide-angle c0-insensitive approximation has full second-order accuracy.