Texture transition due to stacking fault energy

Slides:



Advertisements
Similar presentations
Orientation Distribution Function (ODF)
Advertisements

Technion - Israel Institute of Technology
The Structure of Metallic Glasses David Poerschke Materials 286g Final Presentation May 19, 2010.
Deformation and Recrystallization of Mg Alloy AZ31 M.A.Sc: Shenglong Liang Supervisor: Hatem S. Zurob.
Chapter 3 The Structure of Crystalline Solids Session I
ASE324: Aerospace Materials Laboratory Instructor: Rui Huang Dept of Aerospace Engineering and Engineering Mechanics The University of Texas at Austin.
Deformation and Strengthening Mechanisms
Dislocations and Strengthening
Crystallographic Aspects of Dislocations
Alloys and Solid Solutions Chemistry 123 Spring 2008 Dr. Woodward.
Chapter 5 - Imperfections in Solids
Twinning Dislocation Reactions
1 Strength and Ductility. 2 Determining Tensile Strength from the stress-strain curve is easy. Just locate the highest point on the curve. TS = 82 ksi.
Byeong-Joo Lee cmse.postech.ac.kr Semi-Empirical Atomistic Simulations in Materials Science and Engineering Byeong-Joo Lee Pohang University of Science.
Thermodynamic stability of VO2 in contact with thin metal films
1. Introduction Assoc.Prof.Dr. Ahmet Zafer Şenalp Mechanical Engineering Department Gebze Technical.
The International Conference On Metallurgical Coatings And Thin Films ICMCTF 2005 CMSELCMSEL Hanyang Univ. Co/CoAl/Co Trilayer Fabrication Using Spontaneous.
Twinning Studies via Experiments and Theory Huseyin Sehitoglu, University of Illinois, DMR The intellectual focus in this work is threefold. The.
Lecture 20: The mechanism of plastic deformation PHYS 430/603 material Laszlo Takacs UMBC Department of Physics.
Bi-Axially Textured Ni Tapes Fabricated by a Cold Rolling Process of Nickel Powder Compacts Scott Bartz 17 September 2007.
Crystal Structure of Solids
Materials Science Chapter 8 Deformation and Fracture.
Crystal Structure and Crystallography of Materials
© Effect Of Phase Transitions In Copper-Germanium Thin Film Alloys On Their Electrical Resistivity Tawancy, HM; Aboelfotoh, MO CHAPMAN HALL LTD, JOURNAL.
Atomic Simulation Term Report Thur. POSTECH M.S.E Kim Kyeong-Min.
Metallic Materials-Phase Diagrams
Materials Engineering
AMSE509 Atomistic Simulation
K-x-ray Emission in Fast O5+ on Ar Collisions
Simulation methodology
Chemical Formula Stoichiometry Review
Phase transformation by mechanical milling Partha Protim Chattopadhyay
Crystal Structure and Crystallography of Materials
Yield strength: the elongation of a mat'l
Metals & Alloys.
Physical Science Lesson #2 What are metals?
CH-4: Imperfections in Solids
Superconductivity in CuxBi2Se3 and its Implications for the Undoped Topological Insulator Garrett Vanacore, Sean Vig, Xiaoxiao Wang, Jiang Wang, University.
KS4 Chemistry Metallic Bonding.
THE TRANSITION METALS.
Dislocations and Strengthening
Deuterium in Palladium
CHAPTER 4: IMPERFECTIONS IN SOLIDS
Non-stoichiometry in CaCu3Ti4O12 (CCTO) ceramics
Metals - Bonding and Crystal Structure
Metals - Bonding and Crystal Structure
KS4 Chemistry Metallic Bonding.
THE TRANSITION METALS.
Chapter 3:week 8 Solid State Chemistry Imperfections in Solid Materials Band theory, insulators, semi conductors p-type and n-type semiconductors and.
Phase Diagrams for Surface Alloys
Lecture 9: Two-Dimensional Defects
Grain in Metals.
Ductility and strengthening in crystalline solids
Crystallography and Structure
Dislocations Dislocations Dislocations
Imperfections in Solid Materials
Posibilities of strength-enhancing
Description & importance
Instructor: Yuntian Zhu
Instructor: Yuntian Zhu
Instructor: Yuntian Zhu
CHAPTER 4: IMPERFECTIONS IN SOLIDS
Instructor: Yuntian Zhu
T. Sawaguchi et al. / Scripta Materialia 99 (2015) 49–52
CREEP CREEP Dr. Mohammed Abdulrazzaq Materials Engineering Department.
METALS Bonds and Properties Alloys Pure Elements.
Crystal Structure and Crystallography 재료구조론
Crystalline Solids (고체의 결정구조)
Fig. 4 Twist grain boundary free energies as a function of misalignment angle for the (110)-(100) crystal planes of a nanocrystal with 1135 atoms. Twist.
Imperfections in Solids
Presentation transcript:

Texture transition due to stacking fault energy 2015-12-15 POSTECH Department of Materials Science and Engineering Jaimyun Jung

Texture transition in fcc metals Result of deformation (slip) related grain rotation Difference in texture may occur for materials with same crystal structure Different textures lead to different formability, strength, and fracture toughness (a),(c) {1 1 1}, (b),(d) {2 0 0} after 96% reduction Hu et al., 1952 Transition Rolling: Copper to brass-type transition Copper-type (Copper, S, and Bs-orientation; beta-fiber) vs brass-type (Goss and Bs-orientation; alpha-fiber) Extrusion/drawing: <111>-fiber to <100>-fiber transition

Result of the transition Texture transition Cause of transition The cause of this transition is now generally accepted as due to cross-slip events (Leffers et al., 2009) The lack of cross-slip in certain fcc alloy types nurtures the formation of twins and shear bands Result of the transition Non-cube recrystallization texture after rolling Reduced formability after rolling Reduced strength after extrusion/drawing

Stacking fault energy calculation (0K) Method Calculate stacking fault energies Compare against observed texture transition Stacking fault energy calculation (0K) Construct perfect lattice with y-direction parallel to <111> 1500 atoms for single elements 3000 atoms for alloys Relaxation at 0K Either remove a center layer or displace it Relaxation at 0K (free surface along <111> direction) For first method, {𝐸 𝑓 −( 𝐸 0 − 𝐸 𝑟𝑒𝑚𝑜𝑣𝑒𝑑 )}/(𝑆𝑡𝑎𝑐𝑘𝑖𝑛𝑔 𝑓𝑎𝑢𝑙𝑡 𝑎𝑟𝑒𝑎) For second, { 𝐸 𝑓 − 𝐸 0 }/(𝑆𝑡𝑎𝑐𝑘𝑖𝑛𝑔 𝑓𝑎𝑢𝑙𝑡 𝑎𝑟𝑒𝑎) Single element: Ni Ag Cu Al Pd Pt Au Binary: Ni-W Ni-Cu Ni-Al Ni-V For binary alloys, 2~3 specimens with random solute mixture are used to alleviate the effect of solute concentration on the stacking fault For each alloy, the solute concentration is ensured to fall within the range of single phase or mostly single phase fcc

Calculated stacking fault energies Solute frac. SFE (𝐦𝐉/ 𝐦 𝟐 ) Ref.[2] Ni-W 125 250 0.05 71 65 0.07 54 55 0.1 45 50 Ref.[3] Ni-Cu 225 0.25 101 100 0.5 84 Cu-Ni 44 0.2 56 70 0.3 69 Ref.[4] Ni-Al 132 0.03 -- 109 119 118 Ni-V 116 68 127 145 Calculated Ref.[1] Ni 125 Ag 21 Cu 44 42 Al 141 Pd 100 Pt 110 Au 40 [1] B.J. Lee, J.H. Shim, M.I. Baskes, Phys. Rev. B (2003) 68 [2] T.J. Rupert, J.C. Trenkle, C.A. Schuh, Acta. Mater. (2011) 59 [3] B. Somerday, P. Sofronis, R.H. Jones, Effects of hydrogen on materials: proceedings of 2008 interational hydrogen conference (2008) [4] S. Shang, H. Fang, Y. Wang, Y. Du, J Phys.: Condens. Matter(2012) 24

Published results on texture Single element experimental results: Ni, no transition up to 80% (Park, 1996) Ag, always Brass-type (Smallman, 1964) Cu, no transition up to 80%, prominent Brass at 97% (Hu, 1974) Al, no transition up to 95% (Lee, 2014) Au, no transition up to 95% (Smallman, 1964) Ni-Al experimental results: Ni-18at%Al no transition up to 95%, two phase (Li, 2008) Ni-V experimental results: Ni-10wt%V no transition up to 95% (Watanabe, 2000) Ni-11at%V no transition (Petrisor , 2002) Cu-Ni experimental results: Cu-10at%Ni no transition up to 95%(Sarma, 2007) Cu-35at%Ni no transition up to 95% (Sarma, 2007) Cu-45at%Ni no transition up to 99% (Tian, 2015) Ni-W experimental results: Ni-5at%W no transition at 97% (Bhattacharjee, 2009) Ni-9at%W transition at 95% (Sarma, 2004) Single element: Ni, Ag, Cu, Al, Pd, Pt, Au Binary alloy: Ni-Al Ni-V Ni-Cu Ni-W

Results Red: No transition observed Blue: Transition observed Black: No experimental data

Conclusion Transition criteria From experimental evidence, only Ag and Ni-10at%W exhibit brass-type texture after <50% and 95% reduction ratios, respectively. The above mentioned results, coupled with MD results, indicates 45 mJ/ m 2 as threshold SFE for transition at 95% and 21 mJ/ m 2 for transition at <50%. Cu and Au fall within the threshold SFE for transition at 95%, which is not true More low SFE fcc elements/alloys should be investigated to provide a better criteria (Cu-Al, Ni-Co, Cu-Zn)

References [1] B.J. Lee, J.H. Shim, M.I. Baskes. Phys. Rev. B (2003) 68. [2] T.J. Rupert, J.C. Trenkle. C.A. Schuh, Acta. Mater. (2011) 59. [3] B. Somerday, P. Sofronis, R.H. Jones, Effects of hydrogen on materials: proceedings of 2008 interational hydrogen conference (2008). [4] S. Shang, H. Fang, Y. Wang, Y. Du. J Phys.: Condens. Matter (2012) 24. [5] Y.B. Park, D. Raabe, T.H. Yim. Metals and Mater. (1996) 2. [6] R. Smallman, I. Dillamore, P. Dobson. J. de Phys. (1966) 27. [7] R. Smallman, D. Green. Acta. Metall. (1964) 12. [8] H. Hu. Texture of metals (1974). [9] V.S. Sarma, J. Eickemeyer, C. Mickel, L. Schultz, B. Holzapfel. Mater. Sci. Eng. A (2004) 380. [10] H. Tian, H. Suo, Y. Liang, Y. Zhao, J.-C. Grivel. Mater. Lett. (2015) 141. [11] V.S. Sarma, J. Eickemeyer, L. Schultz, B. Holzapfel. J. Mater. Sci. (2007) 42. [12] D. Li, K. Kishida, M. Demuar, T. Hirano. Intermetallics (2008) 16. [13] T. Watanabe, T. Maeda, K. Matsumoto, N. Uno, M. Ikeda, I. Hirabayashi. Advances in Superconductivity XII (2000). [14] T. Petrisor, V. Boffa, G. Celentano, L. Ciontea, F. Fabbri, V. Galluzzi, U. Gambardella, A. Mancini, A. Rufolonoi, E. Varesi. Physica C (2002) 377. [15] T. Leffers, R.K. Ray. Prog. Mater. Sci. (2009) 54. [16] P.P. Bhattacharjee, R.K. Ray, N. Tsuji. Acta Mater. (2009) 57.