首页> 外文期刊>Philosophical Magazine, A. Physics of condensed matter, defects and mechanical properties >The effect of environment on silica fracture: vacuum, carbon monoxide, water and nitrogen
【24h】

The effect of environment on silica fracture: vacuum, carbon monoxide, water and nitrogen

机译:环境对二氧化硅断裂的影响:真空,一氧化碳,水和氮气

获取原文
获取原文并翻译 | 示例
       

摘要

A quantitative fracture model is presented for slow crack growth in amorphous silica. The model is based on semiempirical quantum molecular orbital calculations using the Austin method AM1. The fracture of three-, four-, five-and six-member silica rings is modelled in four cases to determine the reaction pathways under strain in vacuum, carbon monoxide, water and nitrogen (N-2) A low-energy reaction path was found for the fracture event through a ring contraction mechanism in the case of vacuum, carbon monoxide and nitrogen. Ring opening through hydrolysis was found to be the lowest-energy pathway in the case of water-enhanced fracture. The calculated transition-state energy barriers were used to estimate the crack velocity V as a function of stress intensity K-1 for all four environmental effects in amorphous silica assuming a Bell-Dean distribution of ring sizes. The quantum mechanics fracture model and experimental V-K-1 curves exhibit the same sequence of environmental effects. The contractions of the ring during fracture are related to the fractal nature of the fracture surface. The characteristic atomic dimension a(0) of fracture emerges from the analysis of contracted ring structures. Theoretical calculations of a(0) for silica, silicon, alumina and zinc sulphide match experimental values to within 10-20%. [References: 29]
机译:提出了定量断裂模型,用于无定形二氧化硅中缓慢的裂纹扩展。该模型基于使用Austin方法AM1的半经验量子分子轨道计算。在四个案例中模拟了三元,四元,五元和六元硅胶环的断裂,以确定在真空,一氧化碳,水和氮(N-2)应变下的反应路径。在真空,一氧化碳和氮气的情况下,通过环收缩机制发现了断裂事件。在水力压裂的情况下,发现通过水解开环是最低的能量途径。假设环尺寸为Bell-Dean分布,则对于非晶态二氧化硅中的所有四个环境效应,计算出的过渡态能垒均用于估算裂纹速度V与应力强度K-1的关系。量子力学断裂模型和实验V-K-1曲线表现出相同的环境影响序列。断裂过程中环的收缩与断裂表面的分形性质有关。断裂的特征原子尺寸a(0)通过对收缩环结构的分析得出。二氧化硅,硅,氧化铝和硫化锌的a(0)的理论计算与实验值相符,在10-20%之内。 [参考:29]

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号