On the modelling of stability problems for thin plates with functionally graded structure

Thin-Walled Structures

Volumn 49, Issue 5, 2011, Pages 627-635

  Jȩdrysiak, Jarosaw ^a   Michalak, Bohdan ^a  

^a Technical University of D   (Poland)

Author keywords

Functionally graded material; Modelling; Plate; Stability

Indexed keywords

AVERAGING TECHNIQUE; EFFECTIVE PROPERTY; FUNCTIONALLY GRADED STRUCTURE; GLOBAL DESIGN; MACROSCOPIC PROPERTIES; MODELLING; PLATE; STABILITY PROBLEM; STRUCTURAL ELEMENTS; THIN COMPOSITE PLATES; THIN PLATE;

BEAMS AND GIRDERS; FUNCTIONALLY GRADED MATERIALS; MATHEMATICAL MODELS; STABILITY;

PLATES (STRUCTURAL COMPONENTS);

EID: 79952617893     PISSN: 02638231     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.tws.2010.09.005     Document Type: Article

References (19)

1. E. Baron On dynamic stability of an uniperiodic medium thickness plate band J Theor Appl Mech 41 2 2003 305 321
2. Jdrysiak J. Dispersion models of thin periodic plates. Theory and applications, Sci Bul Tech Univ dź, No 872, dź, University Press, Technical University of dź; 2001 [in Polish].
3. J. Jdrysiak The length-scale effect in the buckling of thin periodic plates resting on a periodic Winkler foundation Meccanica 38 2003 435 451
4. J. Jdrysiak The tolerance averaging model of dynamic stability of thin plates with one-directional periodic structure Thin Walled Struct 45 2007 855 860
5. J. Jdrysiak, and Woźniak Cz. Modelling of thin functionally graded shells W. Pietraszkiewicz, I. Kreja, Shell structures: theory and applications vol. 2 2010 Taylor & Francis London-Leiden 67 70
6. V.V. Jikov, C.M. Kozlov, and O.A. Oleinik Homogenization of differential operators and integral functionals 1994 Springer Verlag BerlinHeidelberg
7. B. Michalak Stability of elastic slightly wrinkled plates Acta Mech 130 1998 111 119 (Pubitemid 128554233)
8. B. Michalak Stability of composite plates with non-uniform distribution of constituents J Theor Appl Mech 42 2004 281 297
9. B. Michalak, and Woźniak Cz. The dynamic modeling of thin skeletonal shallow shells W. Pietraszkiewicz, I. Kreja, Shell structures: theory and applications vol. 2 2010 Taylor & Francis LondonLeiden 83 86
10. B. Michalak, Cz. Woźniak, and M. Woźniak Modelling and analysis of certain functionally graded heat conductor Arch Appl Mech 77 2007 823 834 (Pubitemid 47389479)
11. J. Mossakowski Buckling of circular plates with cylindrical orthotropy Arch Mech Stos 12 1960 583 595
12. S. Suresh, and A. Mortensen Fundamentals of functionally graded materials 1998 The University Press Cambridge
13. B. Tomczyk A non-asymptotic model for the stability analysis of thin biperiodic cylindrical shells Thin-Walled Struct 45 2007 941 944 (Pubitemid 350102742)
14. E. Wierzbicki, Cz. Woźniak, and M. Woźniak Stability of micro-periodic materials under finite deformations Arch Mech 49 1997 143 158 (Pubitemid 127039946)
15. A. Wirowski Dynamic behaviour of thin annular plates made from functionally graded material W. Pietraszkiewicz, I. Kreja, Shell structures: theory and applications vol. 2 2010 Taylor & Francis LondonLeiden 207 210
16. Cz Woźniak, Mechanics of elastic plates and shells 2001 PWN Warszawa [in Polish]
17. Woźniak Cz., et al., editors. Mathematical modelling and analysis in continuum mechanics of microstructured media, Gliwice, Publishing House of Silesian University of Technology, in press.
18. Michalak B. Woźniak Cz., J. Jdrysiak, Thermomechanics of heterogeneous solids and structures. tolerance averaging approach 2008 University Press, Technical University of dź dź
19. Woźniak Cz, Wierzbicki E. Averaging techniques in thermomechanics of composite solids, Czstochowa, Wydawnictwo Politechniki Czstochowskiej; 2000.