Mechanics research communications

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  Año 2000, Vol. 27, Número 3

  • A Fuzzy Arithmetical Approach to the Solution of Finite Element Problems with Uncertain Parameters

    M. Hanss, K. Willner

    págs. 257-272

    

  • Homogenization of 1D Elastostatics by the Stochastic Second Order Approach

    M. Kaminski

    págs. 273-280

    

  • Nonlinear Viscoelasticity and Fatigue of Glassy Polymers

    Aleksey D. Drozdov

    págs. 281-286

    

  • Fatigue Threshold Computation by Shakedown Theory

    M. A. Belouchrani

    págs. 287-293

    

  • Multi-Scale Analysis of Multiple Damage Mechanisms Coupled with Inelastic Behavior of Composite Materials

    George Z. Voyiadjis

    págs. 295-300

    

  • A Modified J Integral for Functionally Graded Materials

    Jeng-Tzong Chen

    págs. 301-306

    

  • The scattering of harmonic elastic anti-plane shear waves by two collinear symmetric cracks in infinite long strip using the non-local theory

    D. Jia, Z. Zhou

    págs. 307-318

    

  • New State Space Formulations for Transversely Isotropic Piezoelasticity with Application

    H. J. Ding, W. Q. Chen

    págs. 319-326

    

  • Moving Crack in a Piezoelectric Ceramic Strip Under Anti-Plane Shear Loading

    J. H. Kwon, K. Y. Lee, S. M. Kwon

    págs. 327-332

    

  • Green's Functions for a Piezoelectric Semi-Infinite Body with a Fixed Conductor Surface

    Y. Hu, Y. Huang

    págs. 333-338

    

  • Thermodynamic Restrictions and Symmetry of an Electromagnetic System of Linear Hereditary Type

    G. Matarazzo

    págs. 339-346

    

  • Linear Instability in the Near Wake of a Symmetrical Junction of Two Channels

    A. Achiq

    págs. 347-352

    

  • Slip Flow Between Longitudinally Corrugated Cylinders

    W. K. Chu

    págs. 353-358

    

  • Fuzzy Logic Control for Wing-Rock Phenomenon

    A. G. Sreenatha

    págs. 359-364

    

  • Poincare Bifurcation in Second Order Autonomous Perturbed Birkhoff System

    C. Xiangwei, M. Fengxiang

    págs. 365-371

    

  • Non-Linear Damped Pendulum Treated by Linear Equivalence

    P. P. Teodorescu

    págs. 373-380