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POLYNOMIAL CHAOS EXPANSION SENSITIVITY ANALYSIS FOR ELECTROMECHANICAL IMPEDANCE OF PLATE

机译:板机电阻抗的多项式混沌展开灵敏度分析。

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Piezoelectric wafer active sensors (PWAS) have been the widely used in impedance based damage detection applications. A most important matter in impedance method is applied voltage to PWAS and measuring current in PWAS. In this paper, for modeling of impedance based structural health monitoring, a 3D spectral finite element method (SFEM) is developed for plate structure with PWAS. Because of high frequency application of impedance method, high degree of freedom (DOF) is needed for modeling of impedance of PWAS attached on the plate. Uncertainty of plate and PWAS parameters could be effect on the natural frequencies of structure. So, impedance signal of modeling would be different based on uncertainty parameters. Polynomial chaos expansion (PC) is a probabilistic method consisting in the projection of the model output on a basis of orthogonal stochastic polynomials in the random inputs. In this paper, PCE is used for sensitivity analysis of the electromechanical impedance of plate structure with PWAS.
机译:压电晶片活性传感器(PWA)是基于阻抗的受阻损伤检测应用的广泛应用。阻抗方法中最重要的物质是对PWA的施加电压并在PWA中测量电流。本文为基于阻抗的结构健康监测建模,开发了3D光谱有限元方法(SFEM),用于具有PWA的板结构。由于阻抗方法的高频施加,需要高度自由度(DOF),以便在板上附着的PWA的阻抗进行建模。板材和PWA参数的不确定性可能对结构的自然频率有影响。因此,建模的阻抗信号基于不确定性参数不同。多项式混沌扩展(PC)是一种概率方法,其基于随机输入中的正交随机多项式的模型输出的投影。本文采用PWA的板结构机电阻抗的灵敏度分析。

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