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    Book

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    Book

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    Chapter

    Layer Rigidity in Intercalation Compounds

    M. F. Thorpe, S. A. Solin in Access in Nanoporous Materials (2002)

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    Chapter

    Notes on the Analysis of Data for Pair Distribution Functions

    In these notes, we collect together some results that we have found useful in the analysis of data for the Pair Distribution Function (PDF). This work is rather general, and we illustrate the results with exam...

    M. F. Thorpe, V. A. Levashov, M. Lei in From Semiconductors to Proteins: Beyond th… (2002)

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    Chapter

    Rigidity and Self-Organization of Network Glasses and the Intermediate Phase

    In these lectures, we discuss continuous random network models for glasses and their mechanical properties. We show how model systems can help us better understand glasses via rigidity percolation. These ideas...

    M. F. Thorpe, M. V. Chubynsky in Properties and Applications of Amorphous Materials (2001)

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    Article

    Digital-Image-Based Study of Circular Holes in an Elastic Matrix

    Using a digital-image-based representation of a continuum composite, we apply computer simulation techniques to obtain the elastic moduli of a matrix containing randomly-centered circular voids. As the area fr...

    A. R. Day, M. F. Thorpe, K. A. Snyder, E. J. Garboczi in MRS Online Proceedings Library (1990)

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    Article

    Rigidity of Layered Random Alloys

    Randomly intercalated layered alloys are excellent models for two-dimensional microporous systems. We have studied the nonlinear gallery expansion and the gallery height fluctuations by constructing a double l...

    Wei **, S. D. Mahanti, M. F. Thorpe in MRS Online Proceedings Library (1990)

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    Article

    Elastic Properties of Glasses

    It is shown that the elastic properties of covalent networks are very sensitive to coordination. High coordination networks are relatively hard and the elastic constants are determined by the covalent forces. Low...

    M. F. Thorpe in MRS Online Proceedings Library (1985)