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轨下胶垫频变黏弹性对轨道交通箱型梁动力响应影响分析 被引量:2
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作者 左志远 刘林芽 +2 位作者 秦佳良 刘全民 牛振宇 《中南大学学报(自然科学版)》 EI CAS CSCD 北大核心 2022年第6期2393-2405,共13页
为探讨轨下胶垫频变黏弹性对轨道交通箱型梁动力响应影响规律,以WJ-7B型轨下胶垫(URRP)为研究对象,采用FVMP参数模型表征其频变黏弹性,建立考虑轨下胶垫频变黏弹性的车−轨−桥垂向耦合频域分析模型,运用虚拟激励法计算轨道交通箱型梁随... 为探讨轨下胶垫频变黏弹性对轨道交通箱型梁动力响应影响规律,以WJ-7B型轨下胶垫(URRP)为研究对象,采用FVMP参数模型表征其频变黏弹性,建立考虑轨下胶垫频变黏弹性的车−轨−桥垂向耦合频域分析模型,运用虚拟激励法计算轨道交通箱型梁随机动力响应。研究结果表明:轨下胶垫的频变黏弹性表现为模量与损耗因子均随频率增大而增大,且增大幅度逐渐变缓;轨下胶垫频变黏弹性对[0,20)Hz频段的车−轨−桥耦合动力响应影响较小;刚度频变导致总动柔度及其相位在较高频段向高频迁移;损耗因子频变仅会降低较高频段固有频率附近的动柔度和相位角幅值;箱型梁各输出点在不同工况下的动力响应规律一致,刚度频变导致动力响应主频向高频迁移,损耗因子频变导致动力响应在固有频段附近有所降低;与轨下胶垫力学性能参数(刚度、损耗因子)取定值相比,考虑轨下胶垫频变黏弹性会导致箱型梁动力响应在[20,54)Hz与[177,200)Hz频段偏低,在[54,137)Hz频段偏高。 展开更多
关键词 轨下胶垫 频变黏弹性 箱型梁 车−轨−桥耦合 随机振动
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部分饱和岩石的黏弹性Chapman-Kelvin模型的正演模拟方法研究 被引量:2
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作者 廖建平 张青 周林 《地球物理学报》 SCIE EI CAS CSCD 北大核心 2024年第1期347-369,共23页
在讨论地震波传播理论时,大部分情况下是把地震波看作弹性波.事实上,地下介质是非完全弹性介质,这使得传统的均匀、完全弹性介质理论受到了严重挑战.地震波在裂隙岩石中传播受裂隙系统和流体含量的影响较大,以往许多关于频变各向异性的... 在讨论地震波传播理论时,大部分情况下是把地震波看作弹性波.事实上,地下介质是非完全弹性介质,这使得传统的均匀、完全弹性介质理论受到了严重挑战.地震波在裂隙岩石中传播受裂隙系统和流体含量的影响较大,以往许多关于频变各向异性的理论大多局限于单相流体假设,但是几乎所有储层中通常被一种以上的流体部分饱和或完全饱和.本文在Chapman理论基础上,提出了基于部分饱和的黏弹性Chapman-Kelvin模型的正演模拟新方法,以提高对部分饱和岩石的黏弹性地震波频变各向异性的认识.该方法基于Chapman和Kelvin理论模型,计算了双相不混溶流体饱和裂隙岩石中的黏弹性波频变各向异性弹性系数的表达式,提出包含喷射流和斑块效应的统一地震波传播的黏弹性Chapman-Kelvin新模型.通过对新模型进行数值试验,讨论了无裂缝和存在裂缝两种情况下,含裂隙储层部分饱和岩石中耦合的喷射流和斑块效应对黏弹性介质频变各向异性的影响.试验结果反映出黏弹性介质下地震波频变各向异性的变化规律,验证了本文提出的新方法和新模型正确.本文将黏弹性介质各向异性与裂缝中的流体流动参数相联系,有利于提高对含裂缝储层部分饱和岩石的黏弹性波频变地震各向异性的认识,以及地震学与油藏工程的结合程度. 展开更多
关键词 部分饱和 Chapman模型 Kelvin理论 弹性Chapman-Kelvin模型 弹性各向异性
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On Estimating Magnitude of a Maximum Sequent Earthquake by Viscoelastic Coulomb Stress Change and a Discussion of the Relationship between the M_S7.3 Earthquakes in Yutian 2008 and 2014
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作者 Chen Yanan Jiang Haikun 《Earthquake Research in China》 CSCD 2015年第4期434-451,共18页
On the basis of the previous studies of the layered crustal model in the Yutian area,combined with the field GPS continuous observation data,we roughly estimate the viscous coefficient of each layer. With the viscoela... On the basis of the previous studies of the layered crustal model in the Yutian area,combined with the field GPS continuous observation data,we roughly estimate the viscous coefficient of each layer. With the viscoelastic horizontal layer model,we calculate the viscoelastic co-seismic Coulomb stress change caused by the Yutian M_S7. 3 earthquakes 2008 and 2014 respectively. Based on the Coulomb stress change,using the calculation method of "direct "aftershock frequency,we come up with the theoretical earthquake frequency directly related to the mainshock and the co-seismic Coulomb stress change in the study area. Then we put forward a method,based on the comparison of theoretical and actual earthquake frequency or the comparison between theoretical and practical earthquake frequency-distance decay curve fitting residuals,to estimate the magnitude of a maximum sequent earthquake,directly related to the mainshock co-seismic Coulomb stress change. Results calculated by different methods show that the maximum follow-up earthquake magnitude caused by the coseismic Coulomb stress change lies from M_S7. 2 to M_S7. 5 following Yutian M_S7. 3 earthquake in 2008; but that of the 2014 Yutian M_S7. 3 earthquake is M_S6. 3. The former is very close to the Yutian M_S7. 3 earthquake in 2014.Because of the same magnitude,relatively close spatial distance,short time interval,the same region of the external force,the strong correlation between two seismic tectonic and a clear stress interaction,we thus consider that the two Yutian M_S7. 3 earthquakes in 2008 and 2014 constitute a pair of generalized double shock type earthquake. This is consistent with the sequence type characteristic of past "double shock"earthquakes in the region. In this paper,the influence of the magnitude lower limit and the b-value in the relationship of G-R on the results is discussed. As a result,when the viscoelastic coseismic Coulomb stress variation is determined,the lower limit of magnitude has little effect on the maximum sequent earthquake magnitude estimation,but b-value of G-R has a greater impact on the results. 展开更多
关键词 The Yutian MS7.3 earthquake in 2008 The Yutian MS7.3 earthquake in 2014 Viscoelastic medium horizontal layered model Viscosity coefficient Viscoelasticity coseismic Coulomb stress changes Maximum sequent earthquake magnitude
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