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Diffusional creep as a stress relaxation mechanism in electromigration

机译:扩散蠕变作为电迁移中的应力松弛机制

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The classical Blech description of the electromigration-stress interplay in interconnects treats the maximum electromigration compressive stress as a material constant (the yield stress). Systematic drift velocity and hillock topography observations in bare Al, anodized Al, and Cu conductors show this description to be valid only for relatively low current densities j. With increasing j, the actual stress surpasses this threshold stress and increases progressively, i.e., the stress is shown to adjust to j. The explanation of this adjustment evolves naturally from the attribution of the stress relief mechanism to creep (time-dependent plastic flow). A diffusional creep mode is the one most likely to explain the data. Coble creep is ruled out as the diffusional creep mechanism, while Nabarro-Herring creep may be a good candidate. The thresholds for electromigration and for the egress of excess atoms diffusing to the hillock surface are addressed in terms of linear tensions of dislocations and surface ledges. (C) 1998 American Institute of Physics. References: 45
机译:对互连中电迁移-应力相互作用的经典 Blech 描述将最大电迁移压应力视为材料常数(屈服应力)。裸铝、阳极氧化铝和铜导体的系统漂移速度和丘陵形貌观测表明,这种描述仅对相对较低的电流密度j有效。随着 j 的增加,实际应力超过该阈值应力并逐渐增加,即应力被显示调整到 j。对这种调整的解释自然而然地从应力消除机制归因于蠕变(随时间变化的塑性流动)演变而来。扩散蠕变模式是最有可能解释数据的模式。鹅卵石蠕变被排除在扩散蠕变机制之外,而Nabarro-Herring蠕变可能是一个很好的候选者。电迁移的阈值和扩散到丘面的过量原子的出口的阈值是根据位错和表面壁架的线性张力来解决的。(C) 1998年美国物理研究所。[参考文献:45]

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