Fiantok Tomáš, Koutná Nikola, Sangiovanni Davide G, Mikula Marián
Detached Workplace of Faculty of Mathematics, Physics and Informatics, Comenius University in Bratislava, Turany, Slovakia.
Department of Experimental Physics, Faculty of Mathematics, Physics and Informatics, Comenius University in Bratislava, Bratislava, Slovakia.
Sci Rep. 2023 Aug 8;13(1):12835. doi: 10.1038/s41598-023-39997-4.
Inherent brittleness, which easily leads to crack formation and propagation during use, is a serious problem for protective ceramic thin-film applications. Superlattice architectures, with alternating nm-thick layers of typically softer/stiffer materials, have been proven powerful method to improve the mechanical performance of, e.g., cubic transition metal nitride ceramics. Using high-throughput first-principles calculations, we propose that superlattice structures hold promise also for enhancing mechanical properties and fracture resistance of transition metal diborides with two competing hexagonal phases, [Formula: see text] and [Formula: see text]. We study 264 possible combinations of [Formula: see text], [Formula: see text] or [Formula: see text] MB[Formula: see text] (where M [Formula: see text] Al or group 3-6 transition metal) diboride superlattices. Based on energetic stability considerations, together with restrictions for lattice and shear modulus mismatch ([Formula: see text], [Formula: see text] GPa), we select 33 superlattice systems for further investigations. The identified systems are analysed in terms of mechanical stability and elastic constants, [Formula: see text], where the latter provide indication of in-plane vs. out-of-plane strength ([Formula: see text], [Formula: see text]) and ductility ([Formula: see text], [Formula: see text]). The superlattice ability to resist brittle cleavage along interfaces is estimated by Griffith's formula for fracture toughness. The [Formula: see text]-type TiB[Formula: see text]/MB[Formula: see text] (M [Formula: see text] Mo, W), HfB[Formula: see text]/WB[Formula: see text], VB[Formula: see text]/MB[Formula: see text] (M [Formula: see text] Cr, Mo), NbB[Formula: see text]/MB[Formula: see text] (M [Formula: see text] Mo, W), and [Formula: see text]-type AlB[Formula: see text]/MB[Formula: see text] (M [Formula: see text] Nb, Ta, Mo, W), are suggested as the most promising candidates providing atomic-scale basis for enhanced toughness and resistance to crack growth.
固有脆性在使用过程中容易导致裂纹的形成和扩展,这对于防护陶瓷薄膜应用来说是一个严重的问题。超晶格结构由交替排列的纳米厚的通常较软/较硬的材料层组成,已被证明是提高例如立方过渡金属氮化物陶瓷机械性能的有效方法。通过高通量第一性原理计算,我们提出超晶格结构对于增强具有两种竞争六方相([化学式:见原文]和[化学式:见原文])的过渡金属二硼化物的机械性能和抗断裂性也具有潜力。我们研究了[化学式:见原文]、[化学式:见原文]或[化学式:见原文]MB[化学式:见原文](其中M [化学式:见原文] Al或3 - 6族过渡金属)二硼化物超晶格的264种可能组合。基于能量稳定性考虑,以及对晶格和剪切模量失配([化学式:见原文],[化学式:见原文] GPa)的限制,我们选择了33个超晶格系统进行进一步研究。根据机械稳定性和弹性常数[化学式:见原文]对所确定的系统进行分析,其中弹性常数可指示面内与面外强度([化学式:见原文],[化学式:见原文])以及延展性([化学式:见原文],[化学式:见原文])。通过格里菲斯断裂韧性公式估算超晶格沿界面抵抗脆性解理的能力。[化学式:见原文]型TiB[化学式:见原文]/MB[化学式:见原文](M [化学式:见原文] Mo,W)、HfB[化学式:见原文]/WB[化学式:见原文]、VB[化学式:见原文]/MB[化学式:见原文](M [化学式:见原文] Cr,Mo)、NbB[化学式:见原文]/MB[化学式:见原文](M [化学式:见原文] Mo,W)以及[化学式:见原文]型AlB[化学式:见原文]/MB[化学式:见原文](M [化学式:见原文] Nb,Ta,Mo,W)被认为是最有潜力的候选者,它们为提高韧性和抗裂纹扩展提供了原子尺度的基础。