Noruzi Alireza, Mohammadimehr Mehdi, Bargozini Fatemeh
Department of Solid Mechanics, Faculty of Mechanical Engineering, University of Kashan, Kashan, P.O. Box 87317-53153, Iran.
Heliyon. 2024 May 12;10(10):e31164. doi: 10.1016/j.heliyon.2024.e31164. eCollection 2024 May 30.
Considering to need for the sensitive and destructive industries for high stiffness and low weight, an experimental free vibration and tensile test results of a five-layer sandwich plate by comparing various carbon nano structures reinforcements with SMA is discussed. The effect of various reinforcements, including carbon nanostructures (carbon nanotubes (CNT), carbon nanorods (CNRs), Graphene platelets (GPLs)) and nitinol shape memory alloy (SMA) wire on the vibration behavior of a five-layer sandwich plate with a foam core is investigated. The purpose and novelty of this work are to compare the effect of different reinforcements on the vibrations of a five-layer plate so that by using this comparison, one can choose the best reinforcements according to the needs of the desired industry and more suitable economic conditions. Considering a 1 % weight fraction of epoxy resin, GPLs, CNTs, and CNRs increase Young's modulus of face sheets by 30 %, 25 %, and 5.8 %, respectively. In this work, a five-layer sandwich structure model can be suggested, and numerically analyzed. The special advantage novelty of this research compared to previous research is the construction of this five-layer model. This is a simple modeling structure for the construction and preliminary examination of structures with five layers experimentally. Also, the composite structure is made by the vacuum pump method, which does not have the disadvantages of the manual method, and the method is completely optimal. At first, the Young's and shear moduli of unidirectional glass fiber (UGF) are calculated by performing a tensile test. To examine all aspects of the construction of five-layer structures during construction, in this article first, the face sheets are made separately using resin, UGF, and various reinforcements, and then the layers of face sheets and the cores are connected using glue. In the following, the equations of motion for the sandwich plate are derived using refined first-order shear deformation theory (RFSDT) by employing Hamilton's principle. Using the Halpin-Tsai equation and the extended rule of mixture, the mechanical properties of the reinforced composite face sheets are obtained. According to the Brinson model, the constitutive equations of the SMA are presented. The influence of various parameters such as side ratio, thickness ratio, weight fraction of CNRs, CNTs, GPLs and SMA wire, fiber angle, and temperature changes on dimensionless fundamental frequency is also represented. Also, the natural frequency of orthotropic plates by considering reinforcements is higher than that without considering reinforcements. By increasing the aspect ratio (a/h), the dimensionless natural frequency increases, while the natural frequency decreases. For two-layer square angular asymmetric laminated sheets (- / ), the minimum dimensionless natural frequency occurred at the fiber placement angle approximately equal to 26 and 64°. The highest frequency is related to the sandwich plate in that its face sheets have higher strength and stiffness because it is placed further from the middle plane. Also, the highest frequency is related to the sandwich plate, whose face sheets are reinforced with GPLs.
考虑到敏感和破坏性行业对高刚度和低重量的需求,本文讨论了通过比较各种碳纳米结构增强材料与形状记忆合金(SMA)对五层夹芯板进行的自由振动实验和拉伸测试结果。研究了包括碳纳米结构(碳纳米管(CNT)、碳纳米棒(CNR)、石墨烯片(GPL))和镍钛诺形状记忆合金(SMA)丝在内的各种增强材料对泡沫芯五层夹芯板振动行为的影响。这项工作的目的和新颖之处在于比较不同增强材料对五层板振动的影响,以便通过这种比较,人们可以根据所需行业的需求和更合适的经济条件选择最佳的增强材料。考虑到环氧树脂的重量分数为1%,GPL、CNT和CNR分别使面板的杨氏模量提高了30%、25%和5.8%。在这项工作中,可以提出一个五层夹芯结构模型并进行数值分析。与先前研究相比,本研究的特殊优势和新颖之处在于构建了这个五层模型。这是一个用于通过实验构建和初步检验五层结构的简单建模结构。此外,复合结构采用真空泵法制造,没有手工方法的缺点,且该方法完全优化。首先,通过进行拉伸试验计算单向玻璃纤维(UGF)的杨氏模量和剪切模量。为了在构建过程中全面检查五层结构的各个方面,本文首先使用树脂、UGF和各种增强材料分别制作面板,然后使用胶水连接面板层和芯层。接下来,利用哈密顿原理,采用精细一阶剪切变形理论(RFSDT)推导夹芯板的运动方程。使用哈尔平 - 蔡方程和扩展混合法则,获得增强复合面板的力学性能。根据布林森模型,给出SMA的本构方程。还给出了诸如边长比、厚度比、CNR、CNT、GPL和SMA丝的重量分数、纤维角度以及温度变化等各种参数对无量纲基频的影响。此外,考虑增强材料的正交各向异性板的固有频率高于不考虑增强材料的情况。通过增加长宽比(a/h),无量纲固有频率增加,而固有频率降低。对于两层方形角不对称层压板( - / ),最小无量纲固有频率出现在纤维铺设角度约为26°和64°时。最高频率与夹芯板相关,因为其面板具有更高的强度和刚度,因为它离中平面更远。此外,最高频率与面板用GPL增强的夹芯板相关。