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Fundamental Studies Relating to the Mechanical Behavior of Solid Propellants, Rocket Grains and Rocket Motors

机译:与固体推进剂,火箭颗粒和火箭发动机的机械性能有关的基础研究

摘要

In the previous report the isothermal strain energy functionudand the associated constitutive stress and strain law for a 47 volume % voided polyurethane foam were presented. This function involves three parameters--the shear modulus, the £-factor, and the Blatz-Poisson ratio, all of which are constants of the material for deformationsudup to fracture. Based on experimental data obtained in threeuddifferent stress fields, experimental values were assigned to each of these parameters. Some thought is being given to an analysis which will predict these parameters from a knowledge of the properties of the continuum binder and the void content and void size.ududIn addition, a failure criterion was proposed for this foam.udIn order to check further the invariance of the proposed criterion over the failure surface, additional data in a triaxial stress field were obtained. On the basis of these data and an inference based on thermodynamic consideration, which suggests that all carpets of the surface must be non-concave, it looks like the failure surface isudthe frustum of a triangular pyramid, the frust rated facet being the carpet of the hydrostatic plane. The sides of the frustum are then the carpets of the planes of maximum principal strain. Thus it looks like a dual criterion obtains: each criterion controls one ofudtwo subsets of failure modes.ududIn order to confirm the universality of the function, law and definition mentioned above, the triaxial tensile test was performed and reported in the previous report. Because of unsatisfactory bonding of the specimens, the test points were scattered a round the theoretical curves.ududThe present report furnishes i) more triaxial data obtainedudwith improved bonding of the specimens, and depicts more clearly the ii) failure surface based on the averaged experimental values of ultimate stresses in the normal stress space.
机译:在以前的报告中,介绍了47%的空隙聚氨酯泡沫的等温应变能函数 ud和相关的本构应力和应变定律。该函数涉及三个参数-剪切模量,£因子和Blatz-泊松比,所有这些参数都是材料的常数,用于变形断裂。基于在三个不同应力场中获得的实验数据,将实验值分配给这些参数中的每一个。正在考虑进行一些分析,以从连续体粘合剂的性质以及空隙含量和空隙尺寸的知识来预测这些参数。 ud ud此外,还为此泡沫提出了破坏准则。进一步检查提议的准则在破坏面上的不变性,获得了三轴应力场中的其他数据。根据这些数据和基于热力学考虑的推论,该推论表明该表面的所有地毯都必须是非凹形的,看起来故障表面是三角锥的截头圆锥体,该断面额定值为切面静水平面的截锥体的侧面则是最大主应变平面的地毯。因此,看起来好像获得了双重标准:每个标准控制 udud失效模式的两个子集之一。 ud ud为了确认上述功能,规律和定义的通用性,进行了三轴拉伸试验并在报告中进行了报告。以前的报告。由于样品的粘结效果不理想,测试点分散在理论曲线的周围。 ud ud本报告提供了i)获得的更多三轴数据 ud,改善了样品的粘结性,并更加清晰地描绘了ii)破坏面法向应力空间中极限应力的平均实验值。

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