Measuring and modeling distributions of stress state in deforming polycrystals

Acta Materialia

Volumn 56, Issue 15, 2008, Pages 3927-3939

  Miller, M P ^a   Park, J S ^a   Dawson, P R ^a   Han, T S ^b  

^a School of Chemical and Molecular Engineering   (United States)

^b Yonsei University   (South Korea)

Author keywords

Finite element analysis; Lattice strains; Polycrystal plasticity modeling; Synchrotron radiation; X ray diffraction

Indexed keywords

COPPER; ELASTICITY; EXPERIMENTS; FINITE ELEMENT METHOD; HARMONIC ANALYSIS; IMAGE SEGMENTATION; PLASTICS; POWDERS; STRAIN; STRESS CONCENTRATION; TENSILE TESTING; TENSORS;

AVERAGE VALUES; ELASTIC PLASTIC TRANSITION; FINITE ELEMENT (FE) SIMULATIONS; LATTICE STRAIN POLE; LATTICE STRAINS; LOAD LEVELLING; MODELING DISTRIBUTIONS; SIMULATION RESULTS; SPHERICAL HARMONIC (SH); STRESS DISTRIBUTIONS; STRESS STATES; STRESS TENSORS; SYNCHROTRON X RAY DIFFRACTION (XRD); TENSION TESTS;

CRYSTAL ORIENTATION;

EID: 48449088367     PISSN: 13596454     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.actamat.2008.04.062     Document Type: Article

References (32)

1. Noyan I.C., and Cohen J.B. Residual stress measured by diffraction and interpretation (1987), Springer-Verlag, New York
2. Society of Experimental Mechanics. Handbook of measurement of residual stresses (1996), Fairmont Press, Lilburn (GA)
3. Als-Nielsen J., and McMorrow D. Elements of modern X-ray physics (2001), John Wiley, Chichester
4. Poulsen H. Three-dimensional X-ray diffraction microscopy (2004), Springer-Verlag, Heidelberg
5. Poulsen H.F., Nielsen S.F., M Lauridsen E., Schmidt S., Suter R.M., Lienert U., et al. J Appl Crystallogr 34 (2001) 751-756
6. Margulies L., Poulsen H.F., Lorentzen T., and Leffers T. Acta Mater 50 7 (2002) 1771-1779
7. Chung J.-S., and Ice G. J Appl Phys 86 9 (1999) 5249-5255
8. Holden T.M., Holt R.A., and Tome C.N. Physica B 241-243 (1998) 1246-1248
9. Wang Y.D., Lin Peng R., and McGreevy R.L. Phil Mag Lett 81 3 (2001) 153-163
10. Wang Y.D., Peng R.L., Wang X.-L., and McGreevy R.L. Acta Mater 50 (2002) 1717-1734
11. Miller M.P., Bernier J.V., Park J.-S., and Kazimirov A. Rev Sci Instrum 76 (2005) 113903
12. Behnken H. Phys Status Solidi (A) 177 (2000) 401-418
13. Bernier J.V., and Miller M.P. J Appl Crystallogr 39 (2006) 358-368
14. Kocks U.F., Tome C.N., and Wenk H.-R. Texture and anisotropy (1998), Cambridge University Press, Cambridge
15. Dawson P.R. Crystal plasticity. In: Raabe D., Roters F., Barlat F., and Chen L.-Q. (Eds). Continuum scale simulation of engineering materials (2004), Wiley-VCH, Weinheim 115-143 [chapter 5]
16. Reuss A. Z Agnew Math Mech 9 (1929) 49-58
17. Voigt W. Lehrbuch der Kristallphysik (1928), Teubner, Leipzig
18. Taylor G.I. J Inst Metals 62 (1938) 307-324
19. Sachs G. VDIZ 12 (1928) 134-136
20. Eshelby J. Proc R Soc Lond A 241 (1957) 376-396
21. Lebensohn R.A., and Tome C.N. Acta Metall 41 (1993) 2611-2624
22. Daymond M.R., Tome C.N., and Bourke M.A.M. Acta Mater 48 (2000) 553-564
23. Schuren J.C., Watts S., Park J.-S., and Miller M.P. A system for measuring crystal level stresses in deforming polycrystals. Proceedings of the 2007 SEM annual conference and exposition on experimental and applied mechanics (2007), Society for Experimental Mechanics, Bethel (CT) 4
24. Commentz B., Hartig C., and Mecking H. Comput Mater Sci 6 (1999) 237-247
25. Wenk H.-R. Preferred orientations in deformed metals and rocks: an introduction to modern texture analysis (1985), Academic Press, Orlando (FL)
26. Marin E.B., and Dawson P.R. Comput Meth Appl Mech Eng 165 (1998) 1-21
27. Han T.-S., and Dawson P.R. Mater Sci Eng A 405 (2005) 18-33
28. Miraglia M., Dawson P., and Leffers T. Acta Mater 55 (2007) 799-812
29. Bunge H.-J. Texture analysis in materials science (1982), Butterworths, London
30. Barton N.R., Boyce D.E., and Dawson P.R. Textures Microstruct 35 2 (2002) 113-144
31. Bernier J.V., P Miller M., and Boyce D.E. J Appl Crystallogr 39 (2006) 697-713
32. Kumar A., and Dawson P.R. Comput Meth Appl Mech Eng 153 (1998) 259-302