首页> 外文期刊>Proceedings of the National Academy of Sciences, India, Section A. Physical Sciences >Theoretical Study on Vibration of Non-homogeneous Tapered Visco-Elastic Rectangular Plate
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Theoretical Study on Vibration of Non-homogeneous Tapered Visco-Elastic Rectangular Plate

机译:理论研究非齐次的振动锥形粘弹性矩形板

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abstract_textpA temperature-thickness coupling problem of non-homogeneous rectangular plate is analyzed. Here authors considered bi-parabolic variation in temperature i.e. parabolic in x-direction and parabolic in y-direction while variation in plate's thickness is assumed bi-linear i.e. linear in x-direction and linear in y-direction. To characterize the non-homogeneity present in plate's material, authors considered that poisson ratio and density of the plate's material vary exponentially and linearly in one direction respectively. Along with, material of the plate is considered isotropic and visco-elastic. Rayleigh Ritz approach has been applied to find the time period and deflection for first two modes of vibration for diverse values of non-homogeneity constant, taper constant, density parameter, aspect ratio and thermal gradient. Results for both modes of vibration are shown in tabular form./p/abstract_text
机译:& abstract_text & ptemperature-thickness耦合的问题不均匀的矩形板进行了分析。在这里作者认为bi-parabolic变化在x温度即抛物线抛物线在y方向而变化即假定对称双板的厚度。线性在x和y方向上线性。描述的非齐板的材料,作者认为泊松比和密度板的材料有所不同指数和线性向一个方向的分别。被认为是各向同性和粘弹性。瑞利里兹方法被应用前两个时期和偏转振动模式的多样化的价值观非齐常数,锥形常数,密度参数,长宽比和热梯度。结果两种模式下的振动所示表格形式灵活;/ p & / abstract_text

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