首页> 外文会议>8th Biennial Conference on Engineering Systems Design and Analysis 2006 vol.3 >FORCED RESPONSE OF INTERLOCKED VANE SEGMENTS: NUMERICAL PREDICTIONS AND EXPERIMENTAL RESULTS
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FORCED RESPONSE OF INTERLOCKED VANE SEGMENTS: NUMERICAL PREDICTIONS AND EXPERIMENTAL RESULTS

机译:联锁叶片节的强制响应:数值预测和实验结果

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Resonant vibrations affect fatigue life of vane segments. Friction damping is employed to reduce vibration amplitude. When vane segments are assembled, they are twisted so that lower platforms are in contact. The sum of displacements of the two ends of the lower platform after twisting is defined 'interlocking'. Different 'interlocking' values correspond to different values of normal contact force. When interlocked vanes vibrate under external force excitation, energy is dissipated by friction forces at lower platform contacts providing damping to the system.rnThe aim of this paper is the experimental validation of a numerical code for forced response calculation of interlocked vane segments. Since friction forces depend on relative displacements of bodies in contact, the system is nonlinear. System force response is computed by means of Harmonic Balance Method (HBM).rnContact model implemented in the code is characterised by tangential and normal stiffness to take into account local compliance of the contact area. Gross slip occurs when the instantaneous ratio of tangential force to normal force is equal to the friction coefficient. Also effect of microslip is taken in account.rnThe experimental set-up used to validate the code is made of a vane segment fixed at the outer radius to an aluminium frame and in contact with two supports at the inner radius. Comparison between the numerical predictions and experimental results is performed for different values of interlocking (i.e. force normal to the contact).
机译:共振会影响叶片节段的疲劳寿命。采用摩擦阻尼来减小振动幅度。组装叶片段时,它们会扭曲,以使下部平台接触。扭曲后,下部平台两端的位移总和定义为“互锁”。不同的“互锁”值对应于法向接触力的不同值。当互锁叶片在外力激励下振动时,能量通过平台下部接触处的摩擦力消散,从而为系统提供阻尼。本文的目的是对互锁叶片段强制响应计算的数字代码进行实验验证。由于摩擦力取决于接触物体的相对位移,因此系统是非线性的。系统力响应通过谐波平衡法(HBM)进行计算。代码中实现的接触模型的特征在于切向刚度和法向刚度,并考虑了接触区域的局部柔度。当切向力与法向力的瞬时比等于摩擦系数时,就会发生毛滑。还考虑了微滑的影响。用于验证代码的实验装置是由固定在铝制框架上并与两个支撑架在内半径处接触的叶片部分制成的。针对互锁的不同值(即垂直于接触的力)进行了数值预测和实验结果之间的比较。

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