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Numerical, experimental and hybrid methods for the prediction of railway-induced ground vibration

机译:铁路诱导地面振动预测的数值,实验和混合方法

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Ground-borne noise and vibration due to railway traffic are important environmental issues in the development of new railway lines and land adjacent to existing lines. Prediction models are indispensable to address properly these issues and to design efficient mitigation measures for both existing and new-build situations. The aim of the present contribution is to provide a comprehensive overview of methods which have been developed for the prediction of railway-induced ground vibration. A distinction is made between numerical models, based on physical or mechanical models, empirical models, derived from measured data, and hybrid models that combine elements from numerical and empirical models. Numerical models are particularly useful in new-build situations. They can be used to assess the environmental impact of new railway lines or to develop and design mitigation measures. Numerical predictions are generally characterized by significant model and parameter uncertainty, however, which need to be considered for robust engineering and design. In engineering practice, empirical metliods are mostly used, which are based on an experimental characterization of the source strength and vibration transmission. These methods have the advantage of accounting for the particularities of the vibration transmission at a given site, but can only be applied in those cases for which suitable data and prior experience are available. In order to overcome the limitations of numerical and empirical metliods, these metliods can be combined in a hybrid or semi-empirical prediction procedure. It is shown how such a hybrid method is obtained by replacing the experimental source strength or vibration transmission term by an equivalent quantity which is computed using numerical simulations.
机译:铁路交通导致的地面噪音和振动是开发新铁路线路和现有线路的土地的重要环境问题。预测模型是必不可少的,可以解决这些问题,并为现有和新建情况设计有效的缓解措施。本贡献的目的是提供为预测铁路诱导的地面振动而开发的方法的全面概述。基于物理或机械模型,源自测量数据的实证模型以及组合来自数值和经验模型的混合模型的实证模型,在数值模型之间进行区分。数值模型在新建情况中特别有用。它们可用于评估新铁路线的环境影响或发展和设计缓解措施。然而,数值预测通常具有显着的模型和参数不确定性,这需要考虑鲁棒工程和设计。在工程实践中,主要使用经验形式的Met1iods,其基于源强度和振动传输的实验表征。这些方法具有核对给定站点的振动传输的特殊性的优点,但只能应用于合适数据和现有经验的这些情况。为了克服数值和经验形态的局限性,这些Met1iods可以在混合或半经验预测程序中组合。示出了如何通过使用数值模拟计算的等效量来获得这样一种混合方法通过使用数值计算的等效量来获得。

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