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The Study on Vibration Reduction of Nonlinear Time-Delay Dynamic Absorber under External Excitation

机译:外激励作用下非线性延时动力减振体减振研究

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The nonlinear time-delay dynamic absorber has a good control effect on the main system under harmonic excitation, but the control effect on the main system under complicated excitation is not obvious. In the previous study, they do not have an effective method to obtain the time-delay control parameters under different external excitations. Because of the above problems, this paper proposed an innovative method to obtain the control parameters of time-delay dynamic absorbers. For the vibration system including the nonlinear time-delay dynamic absorber, the transient time-integration method was used to solve the nonlinear delay dynamic differential equation of the system under the specific excitation. Then, the quantitative relationship was established between the time-domain responses of the vibration system, the external excitation, and time-delay control parameters. The time-delay control parameters would be obtained when the time-domain response of the main system is minimized under specific excitation using an algorithm that continuously compares the objective function that is related to the time-domain response of the main system. This paper took the two-degree-of-freedom vibration system with a nonlinear time-delay dynamic absorber as the target system to simulate the time-domain response of the main system. The simulation results show that the time-delay control parameters calculated by the new method can obtain significant vibration reduction effects for both harmonic excitation and multiharmonic excitation. The suppression performance of the nonlinear time-delay dynamic absorber is significantly improved.
机译:非线性时滞动态吸波体在谐波激励下对主系统有较好的控制效果,但在复杂激励下对主系统的控制效果不明显。在前人的研究中,他们没有一种有效的方法来获取不同外激励下的时滞控制参数。针对上述问题,本文提出了一种创新的时滞动态吸波体控制参数获取方法。对于包含非线性时滞动态吸收体的振动系统,采用瞬态时积分方法求解了系统在特定激励下的非线性时滞动态微分方程。然后,建立了振动系统的时域响应、外部激励和时滞控制参数之间的定量关系;当主系统的时域响应在特定激励下最小化时,使用连续比较与主系统时域响应相关的目标函数的算法,将获得时滞控制参数。本文以具有非线性时滞动态吸收体的二自由度振动系统为目标系统,模拟了主系统的时域响应。仿真结果表明,新方法计算的时滞控制参数能够获得显著的谐波激励和多次谐波激励减振效果。非线性延时动态吸波体的抑制性能得到显著提高。

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