语言的非弹性损失

W. Johnson, S. Kim, D. Lauria
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引用次数: 16

摘要

在超声频率0.5 ~ 1.8 MHz范围内,测量了语言酸盐(La/sub 3/Ga/sub 5.5/Ta/sub 0.5/O/sub 14/)的非弹性损耗随温度80 ~ 1080 K的变化。试样为单晶圆柱体,三角轴平行于圆柱体轴。采用感应电磁声和接触式换能法测量了Q/sup -1/和谐振频率。当从室温冷却到80k时,Q/sup -1/下降了大约一个数量级,在220- 260k范围内下降最快。这种温度依赖性的部分原因可能是声子-声子相互作用。然而,室温下Q/sup -1/的频率依赖性与声子-声子相互作用的理论不一致,室温下的Qf远低于其他研究人员报道的更高频率下的Qf。这些结果表明,在室温和低于室温下测量的Q/sup -1/主要是由非弹性缺陷贡献,而不是固有的声子-声子阻尼。位错阻尼被认为是这一贡献的最可能的候选者。在高温下,在750-810 K范围内,频率在0.5和1.8 MHz之间,出现了一个弛豫峰。弛豫的活化能为1.1 eV,是典型的点缺陷弛豫。第一次加热时在860 K附近出现第二个峰,加热到1080 K后消失。观测到的峰值高于背景,背景在最高温度下迅速增加。通过类比在石英中观察到的类似效应,假定这种背景是由扩散的间隙杂质的非弹性弛豫引起的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Anelastic loss in langatate
Anelastic loss in langatate (La/sub 3/Ga/sub 5.5/Ta/sub 0.5/O/sub 14/) was measured as a function of temperature from 80 to 1080 K at ultrasonic frequencies from 0.5 to 1.8 MHz. The specimens were monocrystalline cylinders with the trigonal axis parallel to the cylinder axis. Q/sup -1/ and the resonant frequencies were measured with inductive electromagnetic-acoustic and contacting transduction techniques. On cooling from room temperature to 80 K, Q/sup -1/ decreased by approximately an order of magnitude, with the most rapid drop occurring in the 220-260 K range. Part of this temperature dependence may result from the phonon-phonon interaction. However, the frequency dependence of Q/sup -1/ at room temperature is inconsistent with theories for the phonon-phonon interaction, and Qf at room temperature is much lower than values at higher frequencies reported by other researchers. These results suggest that Q/sup -1/ measured at and below room temperature is dominated by an anelastic defect contribution, rather than the intrinsic phonon-phonon damping. Dislocation damping is considered the most likely candidate for this contribution. At elevated temperatures, a relaxation peak appears with a maximum in the 750-810 K range for frequencies between 0.5 and 1.8 MHz. The activation energy of the relaxation is 1.1 eV, which is typical of point-defect relaxations. A second peak appears near 860 K during the first heating and disappears after heating to 1080 K. The observed peaks rise above a background that increases rapidly at the highest temperatures. By analogy with a similar effect observed in quartz, this background is assumed to arise from the anelastic relaxation of diffusing interstitial impurities.
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