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钢丝绳减振器物理参数调控对频响特性的优化策略

Optimization strategy of physical parameter regulation of wire rope shock absorbers for frequency response characteristics

  • 摘要: 为确保高架桥在强振状态下的安全性,需要在高架桥中设置钢丝绳减振器以改善减振系统中频响特性。设计的钢丝减振器以向心形式为主,通过螺丝钉锁定穿过的钢丝绳位置,降低钢丝绳变形幅度。分析减振器在激励作用下系统频响特性优化过程。利用数值迭代方法对减振系统频响特性非线性函数进行减值处理。实验表明,m1=0.09 kg和m2=0.49 kg时频响幅值的峰值最低只有0.3 m;c1=0.69 N·s/m和c2=1.49 N·s/m时,频响幅值的峰值最低分别为0.23和0.17 m;k1=4.9 N/m和k2=99.9 N/m时,频响幅值的峰值最低均为0.30 m;zs=0.29 N时,频响幅值最低为0.33 m。以此作为质量、阻尼、刚度以及滞迟力的参数时,减振系统中频响特性最不明显,有助于优化减振系统中频响特性。

     

    Abstract: In order to ensure the safety of the viaduct in the state of strong vibration, it is necessary to set up a wire rope shock absorber in the viaduct to improve the frequency response characteristics of the shock absorption system. The wire shock absorber designed is mainly in the centripetal form, and the position of the wire rope through the screw is locked to reduce the deformation amplitude of the wire rope. The optimization process of the frequency response characteristics of the shock absorber under the action of excitation was analyzed. The nonlinear function of the frequency response characteristics of the damping system is reduced by using the numerical iterative method. The experiments show that the minimum peak value of frequency response amplitude is only 0.3 m when m1=0.09 kg and m2=0.49 kg. When c1=0.69 N·s/m and c2=1.49 N·s/m, the minimum peak value of frequency response amplitude was 0.23 and 0.17 m, respectively. When k1=4.9 N/m and k2=99.9 N/m, the minimum peak value of frequency response amplitude was 0.30 m. When zs=0.29 N, the minimum peak value of frequency response amplitude is 0.33 m. When this is used as a parameter of mass, damping, stiffness and hysteresis, the frequency response characteristics in the vibration reduction system are the least obvious, which helps to reduce the frequency response characteristics in the vibration optimization system.

     

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