首页> 外文会议>IAF Materials and Structures Symposium;International Astronautical Congress >A PSEUDO METHOD FOR ESTIMATION OF ELASTIC PLASTIC BURST PRESSURE OF CYLINDRICAL PRESSURE VESSELS AND ITS EXPERIMENTAL VALIDATION
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A PSEUDO METHOD FOR ESTIMATION OF ELASTIC PLASTIC BURST PRESSURE OF CYLINDRICAL PRESSURE VESSELS AND ITS EXPERIMENTAL VALIDATION

机译:圆柱形压力容器弹性塑料爆破压力估计的伪方法及其实验验证

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Elastic plastic burst pressure is an important design parameter for design of motor case thickness of Solid Rocket Motors. Conventionally, they are estimated from empirical relations that are derived from closed form solutions based on failure theories. Finite element analysis can also be used to estimate the elastic plastic burst pressure by finding the pressure corresponding to net section yielding. Burst pressure estimated with finite element analysis will be closer to reality as it considers the geometric and material non linearities. Under internal pressure, the radius of the cylindrical shell increases whereas the thickness of the cylindrical shell decreases. During the loading process, two contrary effects occur due to this. Firstly, as thickness reduces the load carrying capacity of the shell decreases. Secondly, the load carrying capacity of the material increases due to strain hardening of material due to deformation. Initially, the second effect dominates and hence the shell is in stable condition. However, at a pressure corresponding to instability point, i.e. at elastic plastic burst pressure, increase in stress due to decrease in the thickness becomes greater than the increase in the load carrying ability of material due to strain hardening. This is the Considere's condition when applied to a cylindrical shell under internal pressure. Based on this, an algorithm is developed which closely estimates the elastic plastic burst pressure of cylindrical shell. The method considers the geometric and material nonlinearities of the cylindrical shell and accurately predicts the burst pressure. Results show that the burst pressure predicted using this method is consistently close to that estimated using finite element analysis (FEA) for different size cylindrical shells. This method is successfully validated through two burst tests. In both cases, motor cases failed in classical manner with longitudinal opening of the cylindrical shell. First test is the qualific
机译:弹性塑料爆发压力是固体火箭电机电机厚度设计的重要设计参数。传统上,它们估计了基于故障理论的封闭形式解决方案的经验关系。有限元分析也可用于通过找到与净截面相对应的压力来估计弹性塑料突发压力。突发压力估计有限元分析将更接近现实,因为它考虑了几何和材料非线性。在内部压力下,圆柱形壳的半径增加,而圆柱形壳的厚度降低。在装载过程中,由于此,发生了两个相反的效果。首先,随着厚度降低壳体的承载能力减小。其次,由于变形引起的材料的应变硬化,材料的承载能力增加。最初,第二次效果主导,因此壳体处于稳定状态。然而,在对应于不稳定性点的压力下,即在弹性塑料突发压力下,由于厚度的降低而导致的应力的增加变得大于由于菌株硬化而导致材料的载荷能力的增加。这是在内部压力下施加到圆柱壳时的指导条件。基于此,开发了一种算法,其密切估计圆柱形壳的弹性塑料爆破压力。该方法考虑圆柱形壳的几何和材料非线性,精确地预测突发压力。结果表明,使用该方法预测的突发压力始终接近使用不同尺寸圆柱壳的有限元分析(FEA)的估计。通过两个突发测试成功验证此方法。在这两种情况下,电动机情况以经典方式失效,圆柱形壳体的纵向开口。第一次测试是质量

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