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Application of the nonlinear substructuring control method to nonlinear 2-degree-of-freedom systems

机译:非线性子结构控制方法在非线性2度自由度系统中的应用

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A nonlinear substructuring control (NLSC) method is developed as a more generalised form of linear substructuring control (LSC) by incorporating nonlinear signal-based control (NSBC) into a dynamical substructuring system (DSS). An advantage of NLSC is that it can be designed using the linearized models of the substructured systems without the need for accurate nonlinear dynamic models. In this study, the use of the NLSC method is demonstrated via substructured tests on nonlinear physical and numerical substructures. A series of substructuring tests were also conducted on a test rig, constructed within the ACTLab at the University of Bristol, which incorporated a pure time delay of 6.0 ms due to the presence of discrete-time elements. In the substructured tests, a trilinear hysteresis with piecewise linearity, commonly used in structural engineering, was embedded into the numerical substructure as the nonlinearity. The NLSC method was found to achieve stable and reliable substructured responses, even when the substructured systems had significant nonlinearity as well as the pure time delay term.
机译:通过将基于非线性信号的控制(NSBC)结合到动态子结构系统(DSS)中,通过将非线性子结构控制(NLSC)作为线性子结构控制(LSC)的更广泛形式的形式开发为更广泛的线性子结构控制(LSC)。 NLSC的一个优点是它可以使用子结构系统的线性化模型设计,而无需准确的非线性动态模型。在该研究中,通过非线性物理和数值子结构上的子结构测试来证明NLSC方法的使用。在布里斯托大学的ACTLAB内建造的试验室也进行了一系列子结构测试,该测试在布里斯托尔大学建造的,由于存在离散时间元素,该试验机在ACTLAB中构成了6.0毫秒的纯时间延迟。在子结构化测试中,具有常用于结构工程中的分段线性度的三线性滞后被嵌入数值子结构中作为非线性。发现NLSC方法实现稳定可靠的子结构响应,即使当子结构系统具有显着的非线性以及纯时间延迟项,也是如此。

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