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Polynomial Interpolated Taylor Series Method for Parameter Identification of Nonlinear Dynamic System

机译:非线性动力系统参数辨识的多项式内插泰勒级数方法

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This research work is in the area of structural health monitoring and structural damage mitigation. It addresses and advances the technique in parameter identification of structures with significant nonlinear response dynamics. The method integrates a nonlinear hybrid parameter multibody dynamic system (HPMBS) modeling technique with a parameter identification scheme based on a polynomial interpolated Taylor series methodology. This work advances the model based structural health monitoring technique, by providing a tool to accurately estimate damaged structure parameters through significant nonlinear damage. The significant nonlinear damage implied includes effects from loose bolted joints, dry frictional damping, large articulated motions, etc. Note that currently most damage detection algorithms in structures are based on finding changed stiffness parameters and generally do not address other parameters such as mass, length, damping, and joint gaps. This work is the extension of damage detection practice from linear structure to nonlinear structures in civil and aerospace applications. To experimentally validate the developed methodology, we have built a nonlinear HPMBS structure. This structure is used as a test bed to fine-tune the modeling and parameter identification algorithms. It can be used to simulate bolted joints in aircraft wings, expansion joints of bridges, or the interlocking structures in a space frame also. The developed technique has the ability to identify unique damages, such as systematic isolated and noise-induced damage in group members and isolated elements. Using this approach, not just the damage parameters, such as Young's modulus, are identified, but other structural parameters, such as distributed mass, damping, and friction coefficients, can also be identified.
机译:这项研究工作在结构健康监测和减轻结构损伤方面。它解决并改进了具有显着非线性响应动力学的结构参数识别技术。该方法将非线性混合参数多体动态系统(HPMBS)建模技术与基于多项式内插泰勒级数方法的参数识别方案集成在一起。这项工作通过提供一种工具,可以通过显着的非线性破坏来准确估算受损的结构参数,从而推进了基于模型的结构健康监测技术的发展。隐含的重大非线性损坏包括螺栓连接松动,干摩擦阻尼,大关节运动等产生的影响。请注意,当前结构中的大多数损坏检测算法都是基于查找变化的刚度参数,并且通常不涉及其他参数,例如质量,长度,阻尼和接头间隙。这项工作是将损坏检测实践从民用和航空应用中的线性结构扩展到非线性结构的扩展。为了实验验证所开发的方法,我们建立了非线性HPMBS结构。该结构用作测试平台,以微调建模和参数识别算法。它可用于模拟飞机机翼中的螺栓连接,桥梁的伸缩缝或空间框架中的互锁结构。所开发的技术具有识别独特损害的能力,例如系统成员和隔离元素中的系统性隔离和噪声引起的损坏。使用这种方法,不仅可以识别损伤参数,例如杨氏模量,还可以识别其他结构参数,例如分布质量,阻尼和摩擦系数。

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