Using the simple compression test to determine Young's modulus, Poisson's ratio and the Coulomb friction coefficient

International Journal of Solids and Structures

Volumn 45, Issue 16, 2008, Pages 4448-4459

  Williams, J G ^a,b   Gamonpilas, C ^a  

^a IMPERIAL COLLEGE LONDON   (United Kingdom)

^b UNIVERSITY OF SYDNEY   (Australia)

Author keywords

Constrained compression; Coulomb friction; Inverse methods; Poisson's ratio; Simple compression

Indexed keywords

CONSTRAINED OPTIMIZATION; ELASTIC MODULI; FRICTION; INTERFACES (MATERIALS); INVERSE KINEMATICS; POISSON RATIO;

CONSTRAINED COMPRESSION; COULOMB FRICTION; INVERSE METHODS; SIMPLE COMPRESSION;

COMPRESSION TESTING;

EID: 44549087461     PISSN: 00207683     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijsolstr.2008.03.023     Document Type: Article

References (19)

1. ABAQUS Version 6.4, 2003. Hibbitt Karlsson and Sorensen Inc., Providence, RI.
2. Charalambides M.N., Goh S.M., Lim S.L., and Williams J.G. The analysis of the frictional effect on stress-strain data from uniaxial compression of cheese. Journal of Material Science 36 (2001) 2313-2321
3. Charalambides M.N., Goh S.M., Wanigasooriya L., Williams J.G., and Xiao W. Effect of friction on uniaxial compression of bread dough. Journal of Material Science 40 (2005) 3375-3381
4. Chang W.P., and Peng S.H. Nonlinear finite element analysis of the butt-joint elastomer specimen. Journal of Adhesion Science and Technology 6 (1992) 919-939
5. Creton C., and Fabre P. Chapter 14: Tack. In: Dillard D.A., and Pocius A.V. (Eds). Adhesion Science and Engineering. The Mechanics of Adhesion vol. I (2002), Elsevier 535-576
6. Gent A.N. Compression of rubber blocks. Rubber Chemistry and Technology 67 (1994) 549-558
7. Gent A.N., and Lindley P.B. Internal rupture of bonded rubber cylinders in tension. Proceeding of the Royal Society A249 (1958) 195-205
8. Gent A.N., and Lindley P.B. The compression of bonded rubber blocks. Proceeding of the Institute of Mechanical Engineers 173 (1959) 111-122
9. Hill R. The Mathematical Theory of Plasticity (1950), Oxford University Press
10. Johnson, W., Mellor, P.B., 1962. Plasticity for Mechanical Engineers, Ven Nostrand.
11. Kakavas P.A. Mechanical properties of bonded elastomer discs subjected to triaxial stress. Journal of Applied Polymer Science 59 (1996) 251-261
12. Kakavas P.A., and Blatz P.J. Effects of voids on the response of a rubber poker chip sample III. Journal of Applied Polymer Science 43 (1991) 1081-1086
13. Kamyab I., Chakrabati S., and Williams J.G. Cutting cheese with wire. Journal of Material Science 33 (1998) 2763-2770
14. Lin Y.Y., Hui C.Y., and Conway H.D. A detailed elastic analysis of the flat punch (tack) test for pressure-sensitive adhesives. Journal of Polymer Science: Part B: Polymer Physics 38 (2000) 2769-2784
15. Lindsey G.H., Schapery R.A., Williams M.L., and Zak A.R. The triaxial tension failure of viscoelastic materials. Aerospace Research Laboratory Reports ARL (1963) 63-152
16. Lindley, P.B., 1972. Engineering Design with Natural Rubber, NR Technical Bulletin, MRPRA.
17. Lindley P.B. Compression moduli for blocks of soft elastic material bonded to rigid end plates. Journal of Strain Analysis 14 1 (1979) 11-16
18. Timoshenko S.P., and Goodier J.N. Theory of Elasticity. third ed. (1970), McGraw-Hill
19. Xiao W., Charalambides M.N., and Williams J.G. Sheeting of wheat flour dough. International Journal of Food Science & Technology 42 (2007) 699-707