منابع مشابه
Loss of materials and resources for addiction researchers: comment on Mitchell et al. (2012).
The Editorial in Addiction on 2 August by Mitchell et al [1] on the closure of addiction libraries highlights an issue that has been going on for a decade or more. It is only part of a wider phenomenon of equal interest to researchers in the addictions field, especially in respect of drugs. The authors have rightly flagged up in respect of the UK the downsizing/closing of specialist addiction l...
متن کامل6 th International Workshop of Young Researchers on the Mechanics of Materials and Structures
23/10 Dr. Adrien Lefieux University of Pavia, Italy On the use of anisotropic triangles in an immersed finite element approach with application to fluid-structure interaction problems 23/10 Dr. Diego Misseroni University of Liverpool, UK Tensile buckling, multiple bifurcations and Eshelby-like forces in elastic structures 24/10 Dr. Davide Grazioli University of Brescia, Italy Multiscale modelin...
متن کاملContributions of NIST/NBS Researchers to the Crystallography of Construction Materials
For more than 100 years, the primary theme underlying the NBS/NIST staff contribution to the crystallography of building materials has been the development of an improved understanding of concrete materials performance. Over that time period, portland cement concrete has become one of the most important of our construction materials for roads, buildings, and other large municipal structures. At...
متن کاملArchiving Web-published materials: A needs assessment of librarians, researchers, and content providers
The Web-at-Risk project is a digital preservation project funded by the Library of Congress as part of the National Digital Information Infrastructure and Preservation Program. The project is developing a web archiving service to enable curators to build, store, and manage archived collections of web-published materials captured largely from US federal and state government agency web sites. In ...
متن کاملOn Counting Polynomials of Some Nanostructures
The Omega polynomial(x) was recently proposed by Diudea, based on the length of strips in given graph G. The Sadhana polynomial has been defined to evaluate the Sadhana index of a molecular graph. The PI polynomial is another molecular descriptor. In this paper we compute these three polynomials for some infinite classes of nanostructures.
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ژورنال
عنوان ژورنال: MRS Bulletin
سال: 1987
ISSN: 0883-7694,1938-1425
DOI: 10.1557/s0883769400067129