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Results: 1-12 |
Results: 12
RANK-ONE PLUS A NULL-LAGRANGIAN IS AN INHERITED PROPERTY OF 2-DIMENSIONAL COMPLIANCE TENSORS UNDER HOMOGENIZATION
Authors: GRABOVSKY Y MILTON GW
Citation: Y. Grabovsky et Gw. Milton, RANK-ONE PLUS A NULL-LAGRANGIAN IS AN INHERITED PROPERTY OF 2-DIMENSIONAL COMPLIANCE TENSORS UNDER HOMOGENIZATION, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 128, 1998, pp. 283-299
THE CAVITY OF THE OPTIMAL SHAPE UNDER THE SHEAR STRESSES
Authors: CHERKAEV AV GRABOVSKY Y MOVCHAN AB SERKOV SK
Citation: Av. Cherkaev et al., THE CAVITY OF THE OPTIMAL SHAPE UNDER THE SHEAR STRESSES, International journal of solids and structures, 35(33), 1998, pp. 4391-4410
EXACT RELATIONS FOR EFFECTIVE TENSORS OF POLYCRYSTALS - I - NECESSARYCONDITIONS
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, EXACT RELATIONS FOR EFFECTIVE TENSORS OF POLYCRYSTALS - I - NECESSARYCONDITIONS, Archive for Rational Mechanics and Analysis, 143(4), 1998, pp. 309-329
EXACT RELATIONS FOR EFFECTIVE TENSORS OF POLYCRYSTALS - II - APPLICATIONS TO ELASTICITY AND PIEZOELECTRICITY
Authors: GRABOVSKY Y SAGE DS
Citation: Y. Grabovsky et Ds. Sage, EXACT RELATIONS FOR EFFECTIVE TENSORS OF POLYCRYSTALS - II - APPLICATIONS TO ELASTICITY AND PIEZOELECTRICITY, Archive for Rational Mechanics and Analysis, 143(4), 1998, pp. 331-356
EXPLICIT SOLUTION OF AN OPTIMAL-DESIGN PROBLEM WITH NON-AFFINE DISPLACEMENT BOUNDARY-CONDITIONS
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, EXPLICIT SOLUTION OF AN OPTIMAL-DESIGN PROBLEM WITH NON-AFFINE DISPLACEMENT BOUNDARY-CONDITIONS, Proceedings - Royal Society. Mathematical, physical and engineering sciences, 452(1947), 1996, pp. 909-918
BOUNDS AND EXTREMAL MICROSTRUCTURES FOR 2-COMPONENT COMPOSITES - A UNIFIED TREATMENT BASED ON THE TRANSLATION METHOD
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, BOUNDS AND EXTREMAL MICROSTRUCTURES FOR 2-COMPONENT COMPOSITES - A UNIFIED TREATMENT BASED ON THE TRANSLATION METHOD, Proceedings - Royal Society. Mathematical, physical and engineering sciences, 452(1947), 1996, pp. 919-944
NONSMOOTH ANALYSIS AND QUASI-CONVEXIFICATION IN ELASTIC ENERGY MINIMIZATION PROBLEMS
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, NONSMOOTH ANALYSIS AND QUASI-CONVEXIFICATION IN ELASTIC ENERGY MINIMIZATION PROBLEMS, Structural optimization, 10(3-4), 1995, pp. 217-221
MICROSTRUCTURES MINIMIZING THE ENERGY OF A 2-PHASE ELASTIC COMPOSITE IN 2 SPACE DIMENSIONS .1. THE CONFOCAL ELLIPSE CONSTRUCTION
Authors: GRABOVSKY Y KOHN RV
Citation: Y. Grabovsky et Rv. Kohn, MICROSTRUCTURES MINIMIZING THE ENERGY OF A 2-PHASE ELASTIC COMPOSITE IN 2 SPACE DIMENSIONS .1. THE CONFOCAL ELLIPSE CONSTRUCTION, Journal of the mechanics and physics of solids, 43(6), 1995, pp. 933-947
MICROSTRUCTURES MINIMIZING THE ENERGY OF A 2-PHASE ELASTIC COMPOSITE IN 2 SPACE DIMENSIONS .2. THE VIGDERGAUZ MICROSTRUCTURE
Authors: GRABOVSKY Y KOHN RV
Citation: Y. Grabovsky et Rv. Kohn, MICROSTRUCTURES MINIMIZING THE ENERGY OF A 2-PHASE ELASTIC COMPOSITE IN 2 SPACE DIMENSIONS .2. THE VIGDERGAUZ MICROSTRUCTURE, Journal of the mechanics and physics of solids, 43(6), 1995, pp. 949-972
ANISOTROPY OF THE VIGDERGAUZ MICROSTRUCTURE
Authors: GRABOVSKY Y KOHN RV
Citation: Y. Grabovsky et Rv. Kohn, ANISOTROPY OF THE VIGDERGAUZ MICROSTRUCTURE, Journal of applied mechanics, 62(4), 1995, pp. 1063-1065
2-DIMENSIONAL GRAINED COMPOSITES OF EXTREME RIGIDITY
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, 2-DIMENSIONAL GRAINED COMPOSITES OF EXTREME RIGIDITY, Journal of applied mechanics, 62(2), 1995, pp. 550-550
THE G-CLOSURE OF 2 WELL-ORDERED, ANISOTROPIC CONDUCTORS
Authors: GRABOVSKY Y
Citation: Y. Grabovsky, THE G-CLOSURE OF 2 WELL-ORDERED, ANISOTROPIC CONDUCTORS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 123, 1993, pp. 423-432
Risultati: 1-12 |