Glass Fracture Mechanism—A Rethinking

射弹 极限抗拉强度 材料科学 复合材料 断裂力学 偏转(物理) 爆炸物 固体力学 法律工程学 工程类 物理 光学 冶金 化学 有机化学
作者
John I. Thornton,Paul J. Cashman
出处
期刊:Journal of Forensic Sciences [Wiley]
卷期号:31 (3): 11092J-11092J 被引量:25
标识
DOI:10.1520/jfs11092j
摘要

Conventional attitudes within the forensic science community concerning the fracturing of glass center around tensile failure of the glass, frequently depicted as a “bending” of the glass. While this is not conceptually incorrect, it represents only one case of a more universal phenomenon in which the tensile failure of glass does not necessarily involve any significant deflection of the glass. Tensile failure can be achieved with either quasi-static or dynamic loading of the glass. In quasi-static loading, tensile failure will initiate a fracture at the weakest point (that is, the locus of a Griffith crack), but the surfaces of this crack may be in optical contact, and thus no perceptible deformation of the glass would be required before failure. A consideration of dynamic loading is necessary to explain the “cratering” effect observed in moderate- to high-velocity projectile impact. In sharp dynamic loading (for example, a bullet impact) the tensile stress is provided by the reflection and subsequent interference of the compression waves which precede the passage of the projectile; this particular type of stress results in Hopkinson fractures, a multiplicity of which creates a crater. The dimensions and chamfering of projectile craters are a manifestation of the crack velocity propagation, and are not inherently a function of projectile velocity or caliber.

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