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Response of Damped Orthotopic Stiffened Plates Subjected to a Stepped Triangular Blast Loading

机译:受阻的原位加强板对阶梯式三角形爆破载荷的响应

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The response of structural components subjected to a stepped triangular blast loading had been the subject of a great deal of research. Much of these researches had been concentrated on the response of plates to impulsive loads. Complexity of these problem would increases appreciably when effects due to stiffeners configuration and effects of structural damping were considered. In this paper the behavior of orthotropic damped plates with different stiffener configurations subjected to a stepped triangular blast loading is described. The aim of this work is to determine the dynamic response of stiffened orthotropic plates to a stepped trianggular blast loading and to determine the effect of stiffeners configuration and blast loading duration on the plate failure. The natural frequencies of the orthotropic plate were solved from two transcendental equations, while the eigen functions of the system are solved using the Modified Bolotin Method (MBM). The stepped traingular blast loading is further integrated using the Duhamel integration method to find the total dynamic response of the system. The numerical results give new insight into the effect of stiffeners configuration, structural damping and time duration of the blast loading on the plate response.
机译:经过阶梯三角形爆炸荷载的结构部件的响应是大量研究的主题。这些研究中的大部分都集中在平板对冲动载荷的响应上。当考虑了由于加强件的配置和结构阻尼的效果而产生的效果,这些问题的复杂性会显着增加。在本文中,描述了正交阻尼板具有与阶梯式三角形爆破荷载作用的不同加强件配置的特素阻尼板。这项工作的目的是确定加强正交板的动态响应到阶梯式三角形爆破载荷,并确定加强筋配置和喷砂加载持续时间对板故障的影响。从两个超轮廓方程求解正交板的固有频率,而使用改性的Bolotin方法(MBM)解决了该系统的特征函数。使用Duhamel集成方法进一步集成了阶梯式爆破加载,以找到系统的总动态响应。数值结果具有新的洞察力对板响应上的爆破载荷的结构,结构阻尼和持续时间的影响。

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