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   稳态周期响应 在 工业通用技术及设备 分类中 的翻译结果: 查询用时:0.44秒
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稳态周期响应
相关语句
  “稳态周期响应”译为未确定词的双语例句
    OPTIMUM METHOD FOR RESPONSE COMPUTATION OF STABLE PERIODIC SOLUTION OF DRY FRICTION DAMPED ISOLATION SYSTEM
    干摩擦隔振系统稳态周期响应最优化计算方法
短句来源
    By introducing the broken length of ice sheets, the ice structure interaction is divided into three phases: loading, extrusion and separation. The equation of motion and the solution for each phase are given in detail and the various demensionless parameters related to this model are studied systematically.
    通过引入冰板破坏长度的特征参数 ,将冰与结构的耦合作用分为加载、穿透和分离三种典型状态 ,给出了各种状态下的运动方程和求解方法及不同状态间的转化关系 ,从而获得结构冰致振动的稳态周期响应 ,并运用这一模型对结构与冰的各种参数的影响作了系统研究。
短句来源
    In the paper,the technique which links Fourier approximation for dry friction forces in a bilinear hysteretic vibration system with harmonic balance method for optimal solution of nonlinear equations is used to investigate the response computation method of a two degrees of freedom bilinear hysteretic vibration system with cubic nonlinear and viscous damping under harmonic excitation.
    本文通过双折线泛函本构关系Foueier级数展开技巧及一次谐波平衡法与非线性方程组最优化解法相结合 ,提出了两自由度激振质量含有立方非线性粘性阻尼双线性滞迟振动系统简谐激励下稳态周期响应的迭代计算方法 ,数值分析结果表明该方法具有很高的计算精度 ,具有一定的工程应用价值
短句来源
    With the theory of iterative mapping and stability analysis, the harmonic excitation response and periodic response stability of a vertical impact damper system is studied. First, the equation of parameter boundary of stable response is set up. General rules of transformation from stability to chaos are analyzed.
    运用迭代映射及其稳定性分析原理,研究了垂直冲击消振系统的简谐激励响应及其周期响应的稳定性.首先建立了稳定周期响应的参数区域边界方程,分析了稳定周期运动向混沌转变的一般规律.然后以典型的二阶主振系为例,得到了几个对消振效果影响较大的稳态周期响应区域的详细数值结果,讨论了稳态周期响应区域及附近的消振效果.
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WT5”BZ]A new ice structure interaction model is developed on the basis of Sodhi′s model. By introducing the broken length of ice sheets, the ice structure interaction is divided into three phases: loading, extrusion and separation. The equation of motion and the solution for each phase are given in detail and the various demensionless parameters related to this model are studied systematically. The model is deduced for the single degree...

WT5”BZ]A new ice structure interaction model is developed on the basis of Sodhi′s model. By introducing the broken length of ice sheets, the ice structure interaction is divided into three phases: loading, extrusion and separation. The equation of motion and the solution for each phase are given in detail and the various demensionless parameters related to this model are studied systematically. The model is deduced for the single degree of freedom system and can be applied in the multi degree of freedom system accordingly. [WT5”HZ]

针对冰与结构的相互作用问题进行了分析研究。在 Sodhi模型的基础上提出一种新的冰与结构的耦合振动模型。通过引入冰板破坏长度的特征参数 ,将冰与结构的耦合作用分为加载、穿透和分离三种典型状态 ,给出了各种状态下的运动方程和求解方法及不同状态间的转化关系 ,从而获得结构冰致振动的稳态周期响应 ,并运用这一模型对结构与冰的各种参数的影响作了系统研究。结果表明 ,本模型适用于相当宽的冰和结构的参数范围及冰板弯曲和屈曲的不同破坏方式 ,模型易于向多自由度系统推广。

In the paper,the technique which links Fourier approximation for dry friction forces in a bilinear hysteretic vibration system with harmonic balance method for optimal solution of nonlinear equations is used to investigate the response computation method of a two degrees of freedom bilinear hysteretic vibration system with cubic nonlinear and viscous damping under harmonic excitation.

本文通过双折线泛函本构关系Foueier级数展开技巧及一次谐波平衡法与非线性方程组最优化解法相结合 ,提出了两自由度激振质量含有立方非线性粘性阻尼双线性滞迟振动系统简谐激励下稳态周期响应的迭代计算方法 ,数值分析结果表明该方法具有很高的计算精度 ,具有一定的工程应用价值

With the theory of iterative mapping and stability analysis, the harmonic excitation response and periodic response stability of a vertical impact damper system is studied. First, the equation of parameter boundary of stable response is set up. General rules of transformation from stability to chaos are analyzed. Finally, numerical results with a better damper effect are obtained by analyzing a typical quadratic periodic response vibration system. The vibration reduction effects for stable state periodic response...

With the theory of iterative mapping and stability analysis, the harmonic excitation response and periodic response stability of a vertical impact damper system is studied. First, the equation of parameter boundary of stable response is set up. General rules of transformation from stability to chaos are analyzed. Finally, numerical results with a better damper effect are obtained by analyzing a typical quadratic periodic response vibration system. The vibration reduction effects for stable state periodic response around the region are discussed.

运用迭代映射及其稳定性分析原理,研究了垂直冲击消振系统的简谐激励响应及其周期响应的稳定性.首先建立了稳定周期响应的参数区域边界方程,分析了稳定周期运动向混沌转变的一般规律.然后以典型的二阶主振系为例,得到了几个对消振效果影响较大的稳态周期响应区域的详细数值结果,讨论了稳态周期响应区域及附近的消振效果.

 
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