Korean Journal of Materials Research, Vol.23, No.7, 373-378, July, 2013
Effect of C/Ti Atom Ratio on the Deformation Behavior of TiCχ Grown by FZ Method at High Temperature
In order to clarify the effect of C/Ti atom ratios(χ) on the deformation behavior of TiCχ at high temperature, single crystals having a wide range of χ, from 0.56 to 0.96, were deformed by compression test in a temperature range of 1183~2273 K and in a strain rate range of 1.9 × 10.4 ~ 5.9 × 10.3 s.1. Before testing, TiCχ single crystals were grown by the FZ method in a He atmosphere of 0.3MPa. The concentrations of combined carbon were determined by chemical analysis and the lattice parameters by the X-ray powder diffraction technique. It was found that the high temperature deformation behavior observed is the χ-less dependent type, including the work softening phenomenon, the critical resolved shear stress, the transition temperature where the deformation mechanism changes, the stress exponent of strain rate and activation energy for deformation. The shape of stress-strain curves of TiC0.96, TiC0.85 and TiC0.56 is seen to be less dependent on χ, the work hardening rate after the softening is slightly higher in TiC0.96 than in TiC0.85 and TiC0.56. As χ decreases the work softening becomes less evident and the transition temperature where the work softening disappears, shifts to a lower temperature. The τc decreases monotonously with decreasing χ in a range of χ from 0.86 to 0.96. The transition temperature where the deformation mechanism changes shifts to a lower temperature as χ decreases. The activation energy for deformation in the low temperature region also decreased monotonously as χ decreased. The deformation in this temperature region is thought to be governed by the Peierls mechanism.
Keywords:In order to clarify the effect of C/Ti atom ratios(χ) on the deformation behavior of TiCχ at high temperature;single
crystals having a wide range of χ;from 0.56 to 0.96;were deformed by compression test in a temperature range of 1183~2273 K
and in a strain rate range of 1.9 × 10.4 ~ 5.9 × 10.3 s.1. Before testing;TiCχ single crystals were grown by the FZ method in
a He atmosphere of 0.3MPa. The concentrations of combined carbon were determined by chemical analysis and the lattice
parameters by the X-ray powder diffraction technique. It was found that the high temperature deformation behavior observed
is the χ-less dependent type;including the work softening phenomenon;the critical resolved shear stress;the transition
temperature where the deformation mechanism changes;the stress exponent of strain rate and activation energy for deformation.
The shape of stress-strain curves of TiC0.96;TiC0.85 and TiC0.56 is seen to be less dependent on χ;the work hardening rate after
the softening is slightly higher in TiC0.96 than in TiC0.85 and TiC0.56. As χ decreases the work softening becomes less evident
and the transition temperature where the work softening disappears;shifts to a lower temperature. The τc decreases
monotonously with decreasing χ in a range of χ from 0.86 to 0.96. The transition temperature where the deformation
mechanism changes shifts to a lower temperature as χ decreases. The activation energy for deformation in the low temperature
region also decreased monotonously as χ decreased. The deformation in this temperature region is thought to be governed by
the Peierls mechanism
- Storms EK, The Refractory Carbides, Academic Press, New York (1967). (1967)
- Miyake I, Tanase T, Cemented Carbide and Sintered Hard Materials (Basic and Application) (ed. H. Suzuki),p.307, Maruzen, Tokyo. (1986)
- Shin SG, Ph.D. Thesis (in Japanese), p.83-94, University of Tokyo, Tokyo (1992). (1992)
- Shin SG, Kor. J. Met. Mater., 48(9), 825 (2010)
- Samsonov GV, Kovalchenko MS, Dzemelinskii VV, Upadyaya DS, Phys. Status Solid A, 1, 327 (1970)
- Spivak II, Andrievskii RA, Rystsov VN, Klimenko VV, Poroshkovata Met., 139, 36 (1974)
- Miracle DB, Lipsitt HA, J. Amer. Ceram. Soc., 66, 592 (1983)
- Katz AP, Lipsitt HA, Mah T, Mendiratta MG, J. Mater. Sci., 18, 1983 (1893)
- Das G, Mazdiyasni KS, Lipstii HA, J. Amer. Ceram. Soc., 65, 104 (1982)
- Sura VM, Kohlstedt DL, J. Mater. Sci., 21, 2356 (1896)
- Williams WS, J. Appl., 35, 1329 (1964)
- Shin SG, Korean J. Met. Mater., 51(7), 515 (2013)
- Shin SG, to be published (in Korean J. Met. Mater.)
- Kurishita H, Nakajima K, Yoshinaga H, Mater. Sci. Eng., 54, 177 (1982)
- Ohji T, Frontiers of Next-Generation Structural Materials-Impact on Society and Industry- (ed. N. Shinya), p.161, cmcbooks, Tokyo. (2008)
- Yoshinaga H, Kurishita H, Transition Metal Carbides and Their Composites, in Creep behavior of Crystalline Solids (ed. By B. Wilshire and R. W. Evans), p.311, Pineridge Press. (1985)
- Kurishita H, Yoshinaga H, Takao F, Goto S, J. Jpn. Inst. Met, 44(4), 395 (1980)
- Yoshinaga H, Bull. Japan Inst. Metals, 17, 414 (1978)
- Zhang GH, Heo YU, Song EJ, Suh DW, Met. Mater. Int., 19(2), 153 (2013)
- Byun SH, Kang NH, Lee TH, Ahn SK, Lee HW, Met. Mater. Int., 18(2), 201 (2012)
- Gong PL, Li H, Electron. Mater. Lett, 8(2), 471 (2012)
- Ur SC, Kim ES, Yi SH, Electron. Mater. Lett., 9(2), 119 (2013)