Fracture of a thin-walled spherical vessel affected by internal pressure

V. V. Struzhanov, A. Chaikin
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Abstract

A problem on the fracture of a thin-walled spherical vessel affected by increasing internal pressure is formulated. The material properties both in the stage of hardening and in the stage of softening (prefracture) are described. The mathematics of the catastrophe theory is used to write down the equilibrium equations and to find the critical value of pressure, at which the vessel fails.
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受内压影响的薄壁球形容器断裂
提出了内压增大对薄壁球形容器断裂的影响问题。描述了材料在硬化阶段和软化阶段(断裂前)的性能。利用突变理论的数学推导出平衡方程,并求出容器失效的压力临界值。
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