2009
DOI: 10.2320/matertrans.m2009083
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Tension/Compression Anisotropy in Hot Forged Mg-Al-Ca-RE Alloy

Abstract: Die-cast Mg-Al-Ca-RE (RE = rare earth) alloy was upset forged by compression at 573 K with the true strain rate of 0.1 s À1 for grain refinement, and the tension/compression anisotropy at room temperature was examined. Before the hot forging, the die-cast alloy had random texture and yield stresses in tension and compression were similar. However, the forged and fine-grained specimens had (0001) texture inclined by 0-20 to the forging plane, which caused tension/compression yield stress ratio of 1.4 when the s… Show more

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Cited by 7 publications
(4 citation statements)
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“…A die-cast AXE622 (Mg-Al-Ca-RE) alloy was also examined by the same authors [114]. The homogenized material (410 • C for 108 h) was deformed by compression (300 • C with 0.1 s −1 up to 1.6 true strain), followed by an analysis of the evolving microstructure and the mechanical properties.…”
Section: Mg-al-ca-systemmentioning
confidence: 99%
“…A die-cast AXE622 (Mg-Al-Ca-RE) alloy was also examined by the same authors [114]. The homogenized material (410 • C for 108 h) was deformed by compression (300 • C with 0.1 s −1 up to 1.6 true strain), followed by an analysis of the evolving microstructure and the mechanical properties.…”
Section: Mg-al-ca-systemmentioning
confidence: 99%
“…However, in UFG E675 alloy both tensile and compression test values are similar (TYS: 521 MPa, CYS: 522 MPa). Figure 2(C) shows the yield asymmetry of various Mg alloys processed by different techniques in comparison with UFG E675 alloy [7,[16][17][18][19]. The ratio of CYS to TYS was selected as a measure of yield asymmetry in the present work.…”
Section: Mechanical Propertiesmentioning
confidence: 99%
“…While in case of a random or weak texture (e.g. in case of die-cast alloy), mostly small differences in the mechanical behaviour between tension and compression are observed (Hakamada et al, 2009). Some authors regard tensile and compressive behaviour of cast alloys as equal, although a simple geometrical argument (Agnew et al, 2001;Mann et al, 2007) reveals that, in a randomly oriented polycrystalline aggregate, twinning in compression is more likely than in tension.…”
Section: Introductionmentioning
confidence: 99%