• 基于周期结构原理钢轨振动模型能够考虑钢轨截面变形振动的影响,本文给出了该模型的理论基础,并给出了算例。

    In this, a model based on periodic structure theory is presented, it can take the cross-section deformation into consideration.

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  • 可采用多种钢轨形,使每种廓形车轮均有一定数量的接触可以提高导向性能总体车辆运行质量从而减少噪声振动

    Use of a variety of rail profiles with a range of contact points improves steering and overall ride quality, and thereby reduces noise and vibration.

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  • 证明钢轨在低频段整体振动

    That proves the rail vibration is whole-vibration.

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  • 运用ANSYS车轮进行模态分析求得车轮导纳以及钢轨车轮振动速度功率谱

    The modal analysis of the wheel is done using the software ANSYS. Calculate the wheel mobility and the vibration velocity spectrum of the wheel and rail is calculated.

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  • 超长无缝钢轨减少了列车行驶过程中的振动

    The application of seamless rails reduces train vibration.

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  • 结果表明:一、轮轨噪声钢轨辐射声能为主;二、不能忽略钢轨横向振动对轮轨噪声的影响。

    The first conclusion is that the power of wheel/rail noise is radiated by rail primarily.

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  • 本文铁路轨道看作钢轨轨枕组成的双层弹性系统两个微分方程联立描述振动

    In this paper the railway track is considered as a double elastic system of both rails and sleepers and the vibration is described in detail with two partial differential equations.

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  • 为由钢轨表面振动直接求得钢轨辐射噪声提供了理论基础简化了计算过程

    It provides a theoretical foundation for getting the rail noise power from the rail vibration directly and simplifies the calculating process.

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  • 计算结果可知,轨道结构横向振动频率低,且钢轨轨枕的横向振动主频相接近。

    From the calculating results, the main frequency of rail and sleeper lateral vibration is low.

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  • 道床刚度时轨道横向振动影响较大从理论上分析了钢轨轨枕动力响应与轨道横向刚度之间的关系。

    The lateral stiffness of ballast affects the lateral vibration greatly. This paper analyses theoretically the dynamic response of rail and sleeper vibration under different stiffness.

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  • 针对无缝道岔运用有限单元建立钢轨-岔枕-桥梁弹簧-阻尼空间振动模型

    Aiming at vibration analysis of seamless turnout on bridge, the rail-turnout-tie-bridge spring-damping vibration model was built by using finite element method.

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  • 针对无缝道岔运用有限单元建立钢轨-岔枕-桥梁弹簧-阻尼空间振动模型

    Aiming at vibration analysis of seamless turnout on bridge, the rail-turnout-tie-bridge spring-damping vibration model was built by using finite element method.

    youdao

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