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Development of efficient finite elements for structural integrity analysis of solid rocket motor propellant grains

机译:开发用于固体火箭发动机推进剂颗粒结构完整性分析的有效有限元

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Solid propellant rocket motors (SRM) are regularly used in the satellite launch vehicles which consist of mainly three different structural materials viz., solid propellant, liner, and casing materials. It is essential to assess the structural integrity of solid propellant grains under the specified gravity, thermal and pressure loading conditions. For this purpose finite elements developed following the Herrmann formulation are: twenty node brick element (BH20), eight node quadrilateral plane strain element (PH8) and, eight node axi-symmetric solid of revolution element (AH8). The time-dependent nature of the solid propellant grains is taken into account utilizing the direct inverse method of Schepary to specify the effective Young's modulus and Poisson's ratio. The developed elements are tested considering various problems prior to implementation in the in-house software package (viz., Finite Element Analysis of STructures, FEAST). Several SRM configurations are analyzed to assess the structural integrity under different loading conditions. Finite element analysis results are found to be in good agreement with those obtained earlier from MARC software.
机译:固体推进剂火箭发动机(SRM)通常用于卫星运载火箭,主要由三种不同的结构材料组成,即固体推进剂,衬里和套管材料。在指定的重力,热和压力载荷条件下,评估固体推进剂颗粒的结构完整性至关重要。为此,按照Herrmann公式开发的有限元是:二十节点砖单元(BH20),八节点四边形平面应变单元(PH8)和八节点轴对称旋转实体(AH8)。使用Schepary的直接逆方法考虑了固体推进剂颗粒随时间的变化,以指定有效的杨氏模量和泊松比。在内部软件包中实施之前,应考虑各种问题对已开发的元素进行测试(即,结构的有限元分析,FEAST)。分析了几种SRM配置,以评估不同载荷条件下的结构完整性。发现有限元分析结果与先前从MARC软件获得的结果非常一致。

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