Nonlinear Homogenization and its Applications to Composites, Polycrystals and Smart Materials
Castañeda, P. Ponte, J.J. Telega, Barbara Gambin · Kluwer Academic Publishers eBooks · 2005
Foreword. List of Participants. Titles of Contributed Papers. Invited Lectures. Topology Optimization With The Homogenization And The Level-Set Methods G. Allaire. Thin Films Of Active Materials K. Bhattacharya. The Passage From Discrete To Continuous Variational Problems: A Nonlinear Homogenization Process A. Braides, M.S. Gelli. Approaches To Nonconvex Variational Problems Of Mechanics A. Cherkaev. On G-Compactness Of The Beltrami Operators T. Iwaniec et al. Homogenization And Optimal Design In Structural Mechanics T. Lewinski. Homogenization And Design Of Functionally Graded Composites For Stiffness And Strength R. Lipton. Homogenization For Nonlinear Composites In The Light Of Numerical Simulations H. Moulinec and P. Suquet. Existence And Homogenization For The Problem - div a(x, Du) = F When a(x,) Is A Maximal Monotone Graph In For Every x F. Murat. Optimal Design In 2-D Conductivity For Quadratic Functionals In The Field P. Pedegral. Linear Comparison Methods For Nonlinear Composites P. Ponte Castaneda. Models Of Microstructure Evolution In Shape Memory Alloys T. Roubicek. Stochastic Homogenization: Convexity And Nonconvexity J.J. Telega. Final remarks. Index.