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A closed-form analytical solution method for vibration analysis of elastically connected double-beam systems

机译:弹性连接双梁系统振动分析的封闭形式解析解方法

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A double-beam system, which is a structure composed of two parallel beams that are interconnected by a viscoelastic layer, is seen in many engineering applications. Vibration analysis is essentially important for the safe and reliable operation, and optimal design of such dynamic systems. This paper presents an analytical method, the distributed transfer function method (DTFM), for modeling and vibration analysis of double-beam systems with arbitrary beam linear densities and flexural rigidities, and general boundary conditions. Exact closed-form analytical solutions for natural frequencies, mode shapes, and steady-state responses to periodic excitations are determined. The proposed method is applicable to a double-beam system with lower beam being fully, partially, or not supported by an elastic foundation. Through numerical study, the accuracy and efficiency of the proposed method are validated, and the effects of the stiffness, length, and location of an elastic foundation are investigated. It is shown that the DTFM is a useful tool for optimal design of elastically connected double-beam systems.
机译:在许多工程应用中可以看到双光束系统,该系统是由由粘弹性层互连的两个平行梁组成的结构。振动分析对于安全可靠的操作以及动态系统的优化设计至关重要。本文提出了一种分析方法,即分布式传递函数法(DTFM),用于具有任意梁线密度和抗弯刚度以及一般边界条件的双梁系统的建模和振动分析。确定了固有频率,模式形状和对周期性激励的稳态响应的精确闭式解析解。所提出的方法适用于下部梁完全,部分或不由弹性基础支撑的双梁系统。通过数值研究,验证了所提方法的准确性和有效性,并研究了弹性地基的刚度,长度和位置的影响。结果表明,DTFM是用于弹性连接双光束系统优化设计的有用工具。

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