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  1. No Access

    Article

    Orientation Distribution Functions for Microstructures of Heterogeneous Materials (II)—Crystal Distribution Functions and Irreducible Tensors Restricted by Various Material Symmetries

    The explicit representations for tensorial Fourier expansion of 3-D crystal orientation distribution functions (CODFs) are established. In comparison with that the coefficients in the mth term of the Fourier exp...

    Quan-shui Zheng, Yi-bin Fu in Applied Mathematics and Mechanics (2001)

  2. No Access

    Article

    Orientation Distribution Functions for Microstructures of Heterogeneous Materials (I) — Directional Distribution Functions and Irreducible Tensors

    In this two-part paper, a thorough investigation is made on Fourier expansions with irreducible tensorial coefficients for orientation distribution functions (ODFs) and crystal orientation distribution functions

    Quan-shui Zheng, Wen-nan Zou in Applied Mathematics and Mechanics (2001)

  3. No Access

    Chapter and Conference Paper

    Subspace Variational Principles and Their Applications for Develo** the Constitutive Equations of Rods, Plates, and Shells

    In the construction of the theories of rods, plates, and shells there are two kinds of methods (cf. (1) (2)): direct approach based on 1- or 2-dimensional director continuum models and approximation of 3-dimen...

    Quan-Shui Zheng, De-Pin Yang, An-** Wang in Computational Mechanics ’88 (1988)