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Andrew J. Watson
Researcher at University of Exeter
Publications - 531
Citations - 38911
Andrew J. Watson is an academic researcher from University of Exeter. The author has contributed to research in topics: Blastocyst & Embryonic stem cell. The author has an hindex of 88, co-authored 497 publications receiving 34512 citations. Previous affiliations of Andrew J. Watson include Mansfield University of Pennsylvania & Plymouth Marine Laboratory.
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The EPICA challenge - predicting greenhouse gas concentrations over 800,000 years: (2) CH4
C. Kull,Jérôme Chappellaz,Hubertus Fischer,Heinrich Miller,Thomas F. Stocker,Andrew J. Watson,Eric W. Wolff +6 more
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Hipparcos Charts the Heavens
TL;DR: The Hipparcos catalog as discussed by the authors is the most comprehensive star catalog ever created and was put together from data collected between 1989 and 1993 by a European satellite, which was used to study the evolution of stars.
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Meridional Overturning Circulation in a Multibasin Model. Part II: Sensitivity to Diffusivity and Wind in Warm and Cool Climates
TL;DR: In this paper, the response of the meridional overturning circulation (MOC) to changes in Southern Ocean (SO) zonal wind forcing and Pacific basin vertical diffusivity is investigated under varying buoyancy forcings, corresponding to ‘warm’, ‘present-day’ and ‘cold’ states, in a two-basin general circulation model connected by a southern circumpolar channel.
Exact Dynamic Stiffness Matrix for a Class of Elastically Supported Structures
Andrew J. Watson,B. Rafezy +1 more
TL;DR: In this paper, the Wittrick-Williams algorithm is used to determine the exact natural frequencies and modes of vibration of a class of structures comprising two parallel members with uniform distribution of mass and stiffness, which have independent properties and which are linked to each other, and possibly also to foundations, by uniformly distributed elastic interfaces of unequal stiffness.
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Exact eigensolution of a class of multi-level elastically connected members
TL;DR: In this article, the Wittrick-Williams algorithm is used to determine the exact natural frequencies and modes of vibration of a class of structures comprising any number of related parallel members that are connected to each other, and possibly also to foundations, by uniformly distributed elastic interfaces of unequal stiffness.