Theoretical physics predicted that glass and steel should withstand millions of pounds of pressure; Alan Arnold Griffith proved that microscopic surface scratches focus mechanical stress into catastrophic fractures. Published in 1921, Griffith’s energy balance theorem founded the discipline of fracture mechanics, explaining why Liberty Ships snapped in half during World War II and teaching modern engineers how to build shatter-proof materials.

In early twentieth-century materials science, physicists were baffled by a massive calculation error: according to atomic physics, a rod of solid glass or steel should be strong enough to lift a skyscraper, yet in the real world, glass bottles shattered when dropped on carpet, and welded steel ships broke in half in cold waters.
British aeronautical engineer A. A. Griffith discovered the secret: microscopic flaws. He proved that an invisible scratch on a material’s surface acts like a wedge, focusing stress at the razor-sharp crack tip. When the energy released by the stretching material exceeds the energy needed to tear atomic bonds, the crack rips through the entire object at the speed of sound.
Griffith’s discovery founded modern fracture mechanics and structural safety. By inspiring the development of shatter-resistant Gorilla Glass for smartphones, by ensuring carbon-fiber airplane wings do not tear under turbulence, and by preventing catastrophic failures in nuclear reactors, fracture mechanics protects modern materials.
VI. The phenomena of rupture and flow in solids
In the course of an investigation of the effect of surface scratches on the mechanical strength of solids, some general conclusions were reached which appear to have a direct bearing on the problem of rupture, from an engineering standpoint, and also on the larger question of the nature of intermolecular cohesion. The original object of the work, which was carried out at the Royal Aircraft Establishment, was the discovery of the effect of surface treatment—such as, for instance, filing, grinding or polishing—on the strength of metallic machine parts subjected to alternating or repeated loads. In the case of steel, and some other metals in common use, the results of fatigue tests indicated that the range of alternating stress which could be permanently sustained by the material was smaller than the range within which it was sensibly elastic, after being subjected to a great number of reversals. Hence it was inferred that the safe range of loading of a part, having a scratched or grooved surface of a given type, should be capable of estimation with the help of one of the two hypotheses of rupture commonly used for solids which are elastic to fracture. According to these hypotheses rupture may be expected if (a) the maximum tensile stress, ( b ) the maximum extension, exceeds a certain critical value. Moreover, as the behaviour of the materials under consideration, within the safe range of alternating stress, shows very little departure from Hooke’s law, it was thought that the necessary stress and strain calculations could be performed by means of the mathematical theory of elasticity.
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