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Contributors: View

Marisol Koslowski

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Contributions 2 (detailed usage)
Affiliation Purdue University, West Lafayette
Web Site http://engineering.purdue.edu/~marisol/Home.html
Biography

Dr. Marisol Koslowski is an assistant professor of Mechanical Engineering, Purdue University. Previously she was a Technical Staff Member in the Theoretical Division at Los Alamos National Laboratory. She received her B.S. degree in Physics in 1997 from the University of Buenos Aires, Argentina and her M.S in 1999 and her Ph. D. in Aeronautics in 2003 from the California Institute of Technology. Her research interests are the development of theoretical and numerical tools to study the mechanical response of materials and structures, especially at micro- and nano- scales.

Contributions

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  1. Micromechanics Simulation Tool (MMST)

    This resource has a 6.4 Ranking

    Ranking is calculated from a formula comprised of user reviews and usage statistics. Learn more ›

    Usage Stats
    Overall Period: Updated 01 Dec, 2008
    Users: 120
    Jobs: 471
    Avg. exec. time: 29 secs
    Reviews & Citations
    Google/IEEE
    Avg. Review: 0.0 out of 5 stars
    Citations: 0

    120 users, detailed statistics

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    10 Sep. 2007 | Tools | Contributor(s): priyum jyoti, Marisol Koslowski, Lei Lei

    Plastic deformation in crystalline materials results from the nucleation and non conservative motion of line defects called dislocations. Understanding the mechanical behavior metals requires an explicit treatment of dislocations. In the MMST the dislocat

  2. Plastic Deformation at Micron and Submicron Scales

    This resource has a 6.7 Ranking

    Ranking is calculated from a formula comprised of user reviews and usage statistics. Learn more ›

    Usage Stats
    Last 12 Months: updated 01 Nov, 2008
    Users: 87
    Reviews & Citations
    Google/IEEE
    Avg. Review: 0.0 out of 5 stars
    Citations: 0

    87 users

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    28 Nov. 2007 | Online Presentations | Contributor(s): Marisol Koslowski

    Most people experiences the way objects plastically deform on a macroscopic scale. From a car crash to the bending of a paper clip plastic deformation occurs in the form of a smooth flow as a response of an applied stress. But due to the constant shrinking on the dimensions of mechanical devices …

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