2020
DOI: 10.1016/j.tws.2019.106498
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Dynamic burst pressure analysis of cylindrical shells based on average shear stress yield criterion

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Cited by 17 publications
(7 citation statements)
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“…At the same time, the results obtained via the optimized dynamic blast pressure Equation ( 24), compared with the model proposed by Chen et al [18], are shown in 24) and the FEM are greatly reduced, and most of the errors are less than 5%. Compared to the calculation by Equation ( 22), the accuracy is greatly improved.…”
Section: Optimization Of the Prediction Equationmentioning
confidence: 80%
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“…At the same time, the results obtained via the optimized dynamic blast pressure Equation ( 24), compared with the model proposed by Chen et al [18], are shown in 24) and the FEM are greatly reduced, and most of the errors are less than 5%. Compared to the calculation by Equation ( 22), the accuracy is greatly improved.…”
Section: Optimization Of the Prediction Equationmentioning
confidence: 80%
“…Compared to the calculation by Equation ( 22), the accuracy is greatly improved. In addition, while ensuring the accuracy close to that of the prediction method in Chen et al [18], the structure of Equation ( 24) is more concise. Equation ( 24) is a semi-empirical equation for the dynamic blast pressure of cylindrical shells subjected to explosive loads, and is able to meet the engineering requirements.…”
Section: Optimization Of the Prediction Equationmentioning
confidence: 98%
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“…In addition, Svensson (1958), Christophera et al (2002) and Brabin et al (2009) also developed a variety of empirical methods to predict the burst pressure of a cylindrical shell according to different working conditions. As mentioned before, the maximum shear stress, the von Mises stress and the maximum normal stress criteria were always involved in the theoretical and empirical equations (Chen et al, 2020). Clearly, each theory has its own pros and cons, also may be inaccurate under specific condition.…”
Section: Introductionmentioning
confidence: 99%
“…Wei et al [23] took the gas cylinder steel HP295 as their research object and proposed a modified Barlow formula for the failure pressure of the gas cylinder. Chen et al [24,25] proposed a failure pressure model for metal cylindrical shells subjected to explosive loads. However, the above studies did not theoretically analyze the failure behavior of metal cylindrical vessels under instantaneous blast loading, nor is the stress-strain behavior of the inner wall of a pipe under dynamic loading sufficiently understood.…”
Section: Introductionmentioning
confidence: 99%