• The frequency response functions of relative displacement and absolute acceleration are derived under acting of harmonic ground excitation.

    推导了地面简谐运动作用下的加速度和位移的频率响应函数。

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  • In the analysis resonant frequency, modal loss factor and harmonic response of structures are studied.

    在分析中分别针对结构的固有频率、模态损耗因子以及简谐响应进行了研究。

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  • The stationary solution of system was solved by harmonic balance method, and the amplitude-frequency response was presented.

    采用复变函数将系统的动力学方程简化,利用谐波平衡法分析了系统的稳态解,得到了系统的幅频响应。

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  • Meanwhile, dynamic harmonic response has been made, the vibration response characteristics of cutting part are analyzed from the perspective of frequency response.

    同时进行了动力学谐响应分析,从频率响应的角度分析了截割部的振动响应特征。

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  • Analysis of harmonic response found out the peak frequency of the joint possible to resonate and the stress and strain under peak frequency.

    谐响应分析主要是研究联轴器的幅频响应特性,分析其可能的共振峰值频率以及峰值频率下的应力应变情况。

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  • It is concluded that the transient response to a high frequency harmonic ground motion can increase greatly the displacement response of structures, particularly for the long period structures.

    研究结果表明:在简谐地面加速度作用下,高频地震动也可以引起长周期结构产生很大的位移反应,且最大位移反应出现在结构的瞬态自由振动阶段。

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  • Based on this, dynamic property of EQ6590KS1 coach body frame was studied, the seven native frequency and its harmonic response property are gained.

    在此基础上,对车架的动态特性进行了分析,得到EQ 6590ks1车架在动态特性下的前七阶固有频率和相应的谐响应特性。

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  • When the response frequency is equal to the eigen-frequency of a derived system, harmonic resonance, super-harmonic resonance and combined harmonic resonance may occur.

    当响应频率等于派生系统的固有频率时,将会出现主共振、超谐共振和组合共振现象;

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  • Finally, it gets frequency band which should be avoided and provides target variables or state variables for the optimum design of gantry crane by the harmonic response analysis for gantry crane.

    通过对龙门起重机进行谐态分析,得出应该避免的固有频率段,并且为龙门起重机的优化设计提供了目标变量或状态变量。

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  • The second-order harmonic can change the Normalized Impedance of the resonance cavity, and cause the distortion of Frequency Response;

    二次谐波可使谐振腔归一化阻抗发生变化,导致强声发生器频率响应曲线失真;

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  • The second-order harmonic can change the Normalized Impedance of the resonance cavity, and cause the distortion of Frequency Response;

    二次谐波可使谐振腔归一化阻抗发生变化,导致强声发生器频率响应曲线失真;

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