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Impact Analyses of a Tennis Ball onto Water-Filled Containers

机译:网球对注水容器的影响分析

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Water-filled containers have long known for its structural characteristic of impact load absorption. This paper presents design of structures resisting to impact load resulting from a high-velocity tennis ball. One cubic meter water containers consisting of rectangular, cylindrical, and spherical water containers and water levels were studied for their stress distribution and deformation during maximum deformation period using finite element analysis in the ANSYS 15.0 software. The containers were modeled by using shell elements and made of elasto-plastic material of HDPE plastic. The filled water was model by using fluid elements. We found that as ball velocity increased, maximum von Mises stress increased. However, for post-yielding behavior, maximum von Mises stress approached a constant near yield stress of HDPE material. As ball velocity increases, deformation increases. When water level increased, maximum deformation decreased. For the rectangular container, when the water level increases, the maximum von Mises stress increases while maximum deformation decreases. For the cylindrical and spherical containers, when water level increases, both maximum von Mises stress and maximum deformation decreases. The fully-filled spherical water container had illustrated the superb capabilities to absorb and to dissipate impact load to the rest of the container structure.
机译:装满水的容器因其吸收冲击载荷的结构特性而久负盛名。本文提出了一种结构设计,可以抵抗高速网球带来的冲击负荷。在ANSYS 15.0软件中使用有限元分析,研究了由矩形,圆柱形和球形水容器组成的一立方米水容器以及在最大变形期间水位的应力分布和变形。容器通过使用壳单元建模,并由HDPE塑料的弹塑性材料制成。通过使用流体元件对填充的水进行建模。我们发现,随着球速度的增加,最大冯·米塞斯应力也随之增加。但是,对于屈服后的行为,最大的冯·米塞斯应力接近HDPE材料的恒定近屈服应力。随着球速度的增加,变形也会增加。当水位增加时,最大变形减小。对于矩形容器,当水位增加时,最大冯·米塞斯应力增加,而最大变形减小。对于圆柱形和球形容器,当水位增加时,最大冯·米塞斯应力和最大变形都减小。充满水的球形水容器具有出色的吸收和消散其余容器结构冲击载荷的能力。

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