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Polynomial Expressions for Estimating Elastic Constants From the Resonance of Circular Plates

机译:从圆板共振估算弹性常数的多项式表达式

摘要

Two approaches were taken to make convenient spread sheet calculations of elastic constants from resonance data and the tables in ASTM C1259 and E1876: polynomials were fit to the tables; and an automated spread sheet interpolation routine was generated. To compare the approaches, the resonant frequencies of circular plates made of glass, hardened maraging steel, alpha silicon carbide, silicon nitride, tungsten carbide, tape cast NiO-YSZ, and zinc selenide were measured. The elastic constants, as calculated via the polynomials and linear interpolation of the tabular data in ASTM C1259 and E1876, were found comparable for engineering purposes, with the differences typically being less than 0.5 percent. Calculation of additional v values at t/R between 0 and 0.2 would allow better curve fits. This is not necessary for common engineering purposes, however, it might benefit the testing of emerging thin structures such as fuel cell electrolytes, gas conversion membranes, and coatings when Poisson s ratio is less than 0.15 and high precision is needed.
机译:采取了两种方法从共振数据和ASTM C1259和E1876中的表格方便地计算弹性常数的电子表格:将多项式拟合到表格中;并生成了自动电子表格插值例程。为了比较这些方法,测量了由玻璃,硬化马氏体时效钢,α碳化硅,氮化硅,碳化钨,流延NiO-YSZ和硒化锌制成的圆形板的共振频率。发现通过多项式和ASTM C1259和E1876中表格数据的线性插值计算出的弹性常数可用于工程设计,其差异通常小于0.5%。计算t / R在0到0.2之间的附加v值将允许更好的曲线拟合。这对于一般的工程目的不是必需的,但是,当泊松比小于0.15且需要高精度时,它可能有益于测试新兴的薄结构,例如燃料电池电解质,气体转化膜和涂层。

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