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Finite element analysis to estimate burst pressure of mild steel pressure vessel using Ramberg–Osgood model

机译:使用Ramberg–Osgood模型的有限元分析,估计低碳钢压力容器的破裂压力

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Summary Burst pressure is the pressure at which vessel burst/crack and internal fluid leaks. An accurate prediction of burst pressure is necessary in chemical, medical and aviation industry. Burst pressure is a design safety limit, which should not be exceeded. If this pressure is exceeded it may lead to the mechanical breach and permanent loss of pressure containment. So burst pressure calculation is necessary for all the critical applications. To numerically calculate burst pressure material curve is essential. There are various material models which are used to define material curve, amongst them Ramberg–Osgood is very popular. Ramberg–Osgood accurately capture material curve in strain hardening region. This approach is applicable for different material grades. In this paper a finite element method is used to predict burst pressure using Ramberg–Osgood equation. These results are then compared with results obtained from elasto-plastic curve and true stress strain curve. Results obtained by finite element analysis are validated with experimental data which is considered from open literature.
机译:摘要爆裂压力是容器爆裂/破裂和内部流体泄漏的压力。在化学,医疗和航空工业中,准确预测破裂压力是必要的。爆破压力是设计安全极限,不应超过该极限。如果超过此压力,可能会导致机械损坏并永久失去压力密闭性。因此,爆裂压力计算对于所有关键应用都是必要的。数值计算爆破压力曲线是必不可少的。有多种材料模型可用于定义材料曲线,其中Ramberg–Osgood非常受欢迎。 Ramberg–Osgood可以精确捕获应变硬化区域中的材料曲线。此方法适用于不同的材料等级。在本文中,使用有限元方法使用Ramberg–Osgood方程预测爆破压力。然后将这些结果与从弹塑性曲线和真实应力应变曲线获得的结果进行比较。通过有限元分析获得的结果可通过实验数据进行验证,这些数据可从公开文献中考虑。

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