Materials Science and Engineering

Surface dislocation description of three-dimensional distortions in two-phase systems A point force normal to a planar interface

Philosophical Magazine A: Physics of Condensed Matter, Structure, Defects and Mechanical Properties, 46(1), 31–39.

Optical properties of thin films

Thin Solid Films, 89(3), 249–262.

Local‐field effects and effective‐medium theory: A microscopic perspective

American Journal of Physics, 50(8), 704–709.

Interface structures during solid‐phase‐epitaxial growth in ion implanted semiconductors and a crystallization model

Journal of Applied Physics, 53(12), 8607–8614.

Characterization of damage in ion implanted Ge

Applied Physics Letters, 41(8), 711–712.

Method for producing devices comprising high density amorphous silicon or germanium layers by low pressure CVD technique

Washington, DC: U.S. Patent and Trademark Office.

Method for optical monitoring in materials fabrication

Washington, DC: U.S. Patent and Trademark Office.

THEORETICAL LATENT HARDENING OF CRYSTALS IN DOUBLE SLIP .1. FCC CRYSTALS WITH A COMMON SLIP PLANE

JOURNAL OF THE MECHANICS AND PHYSICS OF SOLIDS, 30(6), 379–398.

PERSPECTIVES IN THE MECHANICS OF ELASTOPLASTIC CRYSTALS

JOURNAL OF THE MECHANICS AND PHYSICS OF SOLIDS, 30(1-2), 5–22.

MINIMUM PLASTIC WORK SELECTS THE HIGHEST SYMMETRY DEFORMATION IN AXIALLY-LOADED FCC CRYSTALS

MECHANICS OF MATERIALS, 1, 97–111.

Aspects of the simple theory of rotation-dependent crystal anisotropy

In E. H. Lee & R. L. Mallett (Eds.), Plasticity of metals at finite strain: Theory, experiment, and computation: Proceedings of research workshop held at Stanford University, July 29, 30, July 1, 1981 (pp. 318–340). Stanford, Cal.: Division of Applied Mechanics, Stanford University.

A theory of finite plastic deformation of crystalline solids

In H. G. Hopkins & M. J. Sewell (Eds.), Mechanics of solids: The Rodney Hill 60th anniversary volume (pp. 265–302).