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Stress, deflection, and frequency analysis of CNT reinforced graded sandwich plate under uniform and linear thermal environment: A finite element approach

机译:均匀和线性热环境下CNT加固型夹层板的应力,偏转和频率分析:有限元方法

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The frequency, deflection, and stress values of carbon nanotube reinforced sandwich plate structure is investigated numerically under the influence of the mechanical loading and thermal field. The effective properties of individual components of sandwich structure (face sheet and core layer) are assumed to be temperature-dependent and modeled via thermoelastic constitutive relations. In addition, the distribution of carbon nanotube through the thickness of the face sheets are assumed to follow the rule based grading pattern. Further, the sandwich structural panel modeled using the extant high-order shear deformation kinematic theory for the mathematical purpose. The desired structural responses (frequency, deflection and stress) obtained numerically through a generic finite element based computer code developed in MATLAB. The convergence criteria and the accuracy of the current high-order finite element solutions have been assessed by solving a sufficient number of numerical examples. Lastly, the influences of structural parameters (core to face thickness ratios, carbon nanotube fractions, type of loading, aspect ratios, end constraints, length to thickness ratios, type of carbon nanotube gradings, and type of temperature gradings) on the transverse deflection and frequencies of carbon nanotube-reinforced sandwich structure are obtained under the elevated thermal field and the subsequent conclusions discussed accordingly. POLYM. COMPOS., 39:3792-3809, 2018. (c) 2017 Society of Plastics Engineers
机译:在机械装载和热场的影响下数值对碳纳米管增强夹层板结构进行了频率,偏转和应力值。假设夹层结构(面板和核心层)的各个组分的有效性能是通过热弹性组织关系的温度依赖性和建模。另外,假设通过面板厚度的碳纳米管分布以遵循基于规则的分级图案。此外,夹层结构面板使用远端高阶剪切变形运动理论进行了建模的数学目的。通过在Matlab中开发的基于通用的有限元计算机代码来数字地获得所需的结构响应(频率,偏转和应力)。通过求解足够数量的数值实施例,已经评估了当前高阶有限元解决方案的收敛标准和准确性。最后,结构参数的影响(核心面对厚度比,碳纳米管分数,载荷,纵横比,最终约束,长度到厚度比,碳纳米管级别,碳纳米管等级类型,以及温度等级类型)的横向偏转在升高的热场中获得碳纳米管增强夹层结构的频率,并相应地讨论了随后的结论。聚合物。 Compos。,39:3792-3809,2018。(c)2017塑料工程师协会

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