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Nonsmooth dynamics of disc brake systems and aeroelastic panels.

机译:盘式制动系统和气动弹性板的动力不平稳。

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Contact forces and boundary conditions relaxation play an important role in the dynamic behaviors of mechanical systems such as disc brake systems, jointed structures, and aeroelastic panels. Contact forces between sliding surfaces are strongly nonlinear, non-smooth, and random; and thus can result in complex dynamic characteristics. In addition, boundary conditions relaxation causes stiffness and damping variations, and thus affects structural reliability and integrity. The main objectives of this study are to uncover the complex dynamic behavior associated with these two problems.; A novel data processing technique based on wavelet transform is adopted for statistical characterization of contact forces in addition to the analysis of transient signal of brake squeal in the time-frequency domain. In particular, the investigation is focused on the characterization of random component of the friction coefficient. A nonlinear analytical model describing the interaction between a flexible disc and flexible pads has been developed. The analytical model includes nonlinear contact stiffness, non-uniform distribution of contact forces, as well as random friction coefficient based on experimental measurements. The influence of nonlinearity and randomness of contact forces on generating low and high frequencies noise is investigated.; The second problem deals with the relaxation of boundary conditions in a two-dimensional aeroelastic panel exposed to supersonic air flow. The boundary value problem of the panel involves time-dependent boundary conditions that are converted into autonomous form using a special coordinate transformation. The model accounts for the structural and aerodynamic nonlinearities as well as structural and aerodynamic damping.; The study includes stability analysis, boundaries of panel flutter, and limit cycle oscillations (LCO) in terms of aerodynamic pressure, in-plane load, relaxation parameter, and damping factor. Stochastic stability boundaries under random in-plane loading, random pressure differential and combined effect of both random in-plane load and pressure differential are estimated below and above the critical aerodynamic pressure. It is found that, during relaxation, the panel experiences complex dynamic characteristics such as symmetric and asymmetric LCO, quasi-periodic, multi-periodic and chaotic oscillations. Non-stationary panel flutter caused by the time dependent boundary conditions is examined using short time Fourier transform and continuous wavelet transform. The results of this part have direct impact on the aging of aircraft.
机译:接触力和边界条件松弛在机械系统(例如盘式制动器系统,节理结构和气弹板)的动态行为中起着重要作用。滑动表面之间的接触力是强非线性,非光滑且随机的。因此会导致复杂的动态特性。此外,边界条件的松弛会导致刚度和阻尼变化,从而影响结构的可靠性和完整性。这项研究的主要目的是揭示与这两个问题有关的复杂动态行为。除了在时频域中分析制动尖叫的瞬态信号外,还采用基于小波变换的新型数据处理技术对接触力进行统计表征。特别地,研究集中于摩擦系数的随机分量的表征。已经开发出描述柔性盘和柔性垫之间相互作用的非线性分析模型。分析模型包括非线性接触刚度,接触力的不均匀分布以及基于实验测量值的随机摩擦系数。研究了接触力的非线性和随机性对产生低频和高频噪声的影响。第二个问题涉及在暴露于超音速气流的二维气动弹性板中边界条件的松弛。面板的边值问题涉及与时间有关的边界条件,这些条件通过特殊的坐标变换转换为自主形式。该模型考虑了结构和空气动力学的非线性以及结构和空气动力学的阻尼。该研究包括稳定性分析,面板颤动的边界以及在空气动力压力,平面载荷,松弛参数和阻尼因子方面的极限循环振荡(LCO)。在临界气动压力之下和之上,估计随机平面载荷,随机压力差以及随机平面载荷和压力差的共同作用下的随机稳定性边界。发现在松弛期间,面板经历复杂的动力学特性,例如对称和不对称的LCO,准周期,多周期和混沌振荡。使用短时傅立叶变换和连续小波变换来检查由与时间有关的边界条件引起的非平稳面板颤动。这部分的结果直接影响飞机的老化。

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