1991
DOI: 10.1016/0956-716x(91)90213-k
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Determination of the elastic constants of polycrystalline Al3Sc

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Cited by 66 publications
(13 citation statements)
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“…The further evolution of the shape of the large Al 3 Sc precipitates exhibits a preferred orientation on the {100} planes, which can be related to the elastic anisotropy of the matrix ( Table 2). The Ͻ100> directions are the soft directions of the aluminum matrix, while the Ͻ110> directions are the soft directions of the Al 3 Sc precipitates [26]. This phenomenon has been discussed by Lee [27].…”
Section: Morphology Of Al 3 Sc Precipitate In An Al-01 Wt% Sc Alloymentioning
confidence: 94%
“…The further evolution of the shape of the large Al 3 Sc precipitates exhibits a preferred orientation on the {100} planes, which can be related to the elastic anisotropy of the matrix ( Table 2). The Ͻ100> directions are the soft directions of the aluminum matrix, while the Ͻ110> directions are the soft directions of the Al 3 Sc precipitates [26]. This phenomenon has been discussed by Lee [27].…”
Section: Morphology Of Al 3 Sc Precipitate In An Al-01 Wt% Sc Alloymentioning
confidence: 94%
“…Figure 6 shows such a normalized plot, where the temperature-dependent Young's modulus E T E 0 À d Ead T T was assumed to be the same for all alloys. We used d Ead T À0X026 GPa K À1 as reported by Drits et al [16] and E 0 =166 GPa as reported at room temperature by Refs [1,23]. With A and Q as ®tting parameters for each alloy, Fig.…”
Section: Creep Behavior Of Binary and Ternary Al 3 Sc Alloysmentioning
confidence: 99%
“…Al 3 Ti, Al 3 Y, Al 3 Zr, Al 3 Hf) have been investigated recently [1±5], because of their low density, relatively high melting point, good oxidation resistance and potentially useful high-temperature strength. These trialuminides have noncubic structures (D0 22 for Al 3 Ti, D0 19 for Al 3 Y, and D0 23 for Al 3 Zr and Al 3 Hf) and are brittle at room temperature. However, (Al, X ) 3 Ti where Al is partially replaced by V, Cr, Mn, Fe, Co, Ni or Zn can be transformed to the cubic ordered L1 2 structure [1,6] with better prospects for room-temperature ductility, as exempli®ed by boron-doped Ni 3 Al.…”
Section: Introductionmentioning
confidence: 99%
“…where M = 3.06 is the Taylor mean orientation factor [60], GAI is the shear modulus of pure Al (25.4 GPa at 24 °C [192]), AG is the difference in the modulus between Al and A1 3 M precipitates (here, assumed ALjSc and Al3(Sc, Zr) have the same stifmess, 68 GPa [193]), b = 0.286 nm, represents the magnitude of the Al Burgers vector [60], and m = 0.85 is a constant [52].…”
Section: Precipitation Strengthening Mechanismsmentioning
confidence: 99%