E
Erwin Sedlmayr
Researcher at Technical University of Berlin
Publications - 101
Citations - 2585
Erwin Sedlmayr is an academic researcher from Technical University of Berlin. The author has contributed to research in topics: Circumstellar dust & Cosmic dust. The author has an hindex of 24, co-authored 101 publications receiving 2423 citations.
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Rosseland and Planck mean opacities for protoplanetary discs
TL;DR: In this article, the mean gas and dust opacities relevant to the physical conditions typical of protoplanetary discs were calculated for temperatures between 5 K and 10 000 K and gas densities ranging from 10 −18 gc m −3 to 10 −7 gcm −3.
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An improved mass-loss description for dust-driven superwinds and tip-AGB evolution models
TL;DR: In this article, an improved description of dust-driven stellar mass-loss for the cool winds of carbon-rich tip-AGB stars was derived, which depends only on the stellar parameters (eective temperature Te, luminosity L and mass M).
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Self-consistent modeling of the outflow from the O-rich Mira IRC –20197
TL;DR: In this article, the authors present a self-consistent time-dependent model for the oxygen-rich Mira variable IRC-20197, which includes a consistent treatment of the interactions among hydrodynamics, thermodynamics, radiative transfer, equilibrium chemistry, and heterogeneous dust formation with TiO 2 nuclei.
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Inorganic dust formation in astrophysical environments
Hans-Peter Gail,Erwin Sedlmayr +1 more
TL;DR: In this paper, the problem of inorganic dust formation is discussed for the conditions of cool late-type giants and supergiants having an oxygen-rich element composition, and a particular emphasis is put on the formation of the primary condensates, i.e., the first kind of grains forming from the gas phase.
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FastChem: A computer program for efficient complex chemical equilibrium calculations in the neutral/ionized gas phase with applications to stellar and planetary atmospheres
TL;DR: The applied method is based on the solution of a system of coupled non-linear (and linear) algebraic equations, namely the law of mass action and the element conservation equations including charge balance, in many variables.