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Results: 1-12 |
Results: 12
A NONLOCAL VARIATIONAL APPROACH TO THE ELASTIC ENERGY MINIMIZATION OFMARTENSITIC POLYCRYSTALS
Authors: SMYSHLYAEV VP WILLIS JR
Citation: Vp. Smyshlyaev et Jr. Willis, A NONLOCAL VARIATIONAL APPROACH TO THE ELASTIC ENERGY MINIMIZATION OFMARTENSITIC POLYCRYSTALS, Proceedings - Royal Society. Mathematical, physical and engineering sciences, 454(1974), 1998, pp. 1573-1613
MULTISCALE MODELING OF POLYCRYSTAL PLASTICITY - A WORKSHOP REPORT
Authors: CAMPBELL GH FOILES SM HUANG HC HUGHES DA KING WE LASSILA DH NIKKEL DJ DELARUBIA TD SHU JY SMYSHLYAEV VP
Citation: Gh. Campbell et al., MULTISCALE MODELING OF POLYCRYSTAL PLASTICITY - A WORKSHOP REPORT, Materials science & engineering. A, Structural materials: properties, microstructure and processing, 251(1-2), 1998, pp. 1-22
THE ROLE OF STRAIN GRADIENTS IN THE GRAIN-SIZE EFFECT FOR POLYCRYSTALS
Authors: SMYSHLYAEV VP FLECK NA
Citation: Vp. Smyshlyaev et Na. Fleck, THE ROLE OF STRAIN GRADIENTS IN THE GRAIN-SIZE EFFECT FOR POLYCRYSTALS, Journal of the mechanics and physics of solids, 44(4), 1996, pp. 465-495
EFFECTIVE RELATIONS FOR NONLINEAR DYNAMICS OF CRACKED SOLIDS
Authors: SMYSHLYAEV VP WILLIS JR
Citation: Vp. Smyshlyaev et Jr. Willis, EFFECTIVE RELATIONS FOR NONLINEAR DYNAMICS OF CRACKED SOLIDS, Journal of the mechanics and physics of solids, 44(1), 1996, pp. 49-75
NUMERICAL-CALCULATION OF THE DIFFRACTION COEFFICIENTS FOR AN ARBITRARY SHAPED PERFECTLY CONDUCTING CONE
Authors: BABICH VM SMYSHLYAEV VP DEMENTEV DB SAMOKISH BA
Citation: Vm. Babich et al., NUMERICAL-CALCULATION OF THE DIFFRACTION COEFFICIENTS FOR AN ARBITRARY SHAPED PERFECTLY CONDUCTING CONE, IEEE transactions on antennas and propagation, 44(5), 1996, pp. 740-747
BOUNDS AND ESTIMATES FOR THE OVERALL PLASTIC BEHAVIOR OF COMPOSITES WITH STRAIN GRADIENT EFFECTS
Authors: SMYSHLYAEV VP FLECK NA
Citation: Vp. Smyshlyaev et Na. Fleck, BOUNDS AND ESTIMATES FOR THE OVERALL PLASTIC BEHAVIOR OF COMPOSITES WITH STRAIN GRADIENT EFFECTS, Proceedings - Royal Society. Mathematical and physical sciences, 451(1943), 1995, pp. 795-810
LINEAR AND NONLINEAR SCATTERING OF ELASTIC-WAVES BY MICROCRACKS
Authors: SMYSHLYAEV VP WILLIS JR
Citation: Vp. Smyshlyaev et Jr. Willis, LINEAR AND NONLINEAR SCATTERING OF ELASTIC-WAVES BY MICROCRACKS, Journal of the mechanics and physics of solids, 42(4), 1994, pp. 585-610
BOUNDS AND ESTIMATES FOR LINEAR COMPOSITES WITH STRAIN GRADIENT EFFECTS
Authors: SMYSHLYAEV VP FLECK NA
Citation: Vp. Smyshlyaev et Na. Fleck, BOUNDS AND ESTIMATES FOR LINEAR COMPOSITES WITH STRAIN GRADIENT EFFECTS, Journal of the mechanics and physics of solids, 42(12), 1994, pp. 1851-1882
THE HIGH-FREQUENCY DIFFRACTION OF ELECTROMAGNETIC-WAVES BY CONES OF ARBITRARY CROSS-SECTIONS
Authors: SMYSHLYAEV VP
Citation: Vp. Smyshlyaev, THE HIGH-FREQUENCY DIFFRACTION OF ELECTROMAGNETIC-WAVES BY CONES OF ARBITRARY CROSS-SECTIONS, SIAM journal on applied mathematics, 53(3), 1993, pp. 670-688
SELF-CONSISTENT ANALYSTS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .3.A MATRIX CONTAINING CRACKS
Authors: SMYSHLYAEV VP WILLIS JR SABINA FJ
Citation: Vp. Smyshlyaev et al., SELF-CONSISTENT ANALYSTS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .3.A MATRIX CONTAINING CRACKS, Journal of the mechanics and physics of solids, 41(12), 1993, pp. 1809-1824
SELF-CONSISTENT ANALYSIS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .1.ALIGNED SPHEROIDAL INCLUSIONS
Authors: SABINA FJ SMYSHLYAEV VP WILLIS JR
Citation: Fj. Sabina et al., SELF-CONSISTENT ANALYSIS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .1.ALIGNED SPHEROIDAL INCLUSIONS, Journal of the mechanics and physics of solids, 41(10), 1993, pp. 1573-1588
SELF-CONSISTENT ANALYSIS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .2.RANDOMLY ORIENTED SPHEROIDAL INCLUSIONS
Authors: SMYSHLYAEV VP WILLIS JR SABINA FJ
Citation: Vp. Smyshlyaev et al., SELF-CONSISTENT ANALYSIS OF WAVES IN A MATRIX-INCLUSION COMPOSITE .2.RANDOMLY ORIENTED SPHEROIDAL INCLUSIONS, Journal of the mechanics and physics of solids, 41(10), 1993, pp. 1589-1598
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