铁道标准设计
鐵道標準設計
철도표준설계
RAILWAY STANDARD DESIGN
2014年
6期
10-13,14
,共5页
孔祥辉%张思峰%蒋关鲁%董志泓
孔祥輝%張思峰%蔣關魯%董誌泓
공상휘%장사봉%장관로%동지홍
路基基床%动力特性%基床反力系数%动力模型试验%无砟轨道
路基基床%動力特性%基床反力繫數%動力模型試驗%無砟軌道
로기기상%동력특성%기상반력계수%동력모형시험%무사궤도
subgrade bed%dynamic characteristics%coefficient of subgrade reaction%dynamic model tests%ballastless track
无砟轨道技术在高速铁路发展中得到越来越多的应用,在使用温克勒( Winkler)模型对土质路基无砟轨道进行分析时,路基中动应力的分布规律和基床反力系数的取值是决定线路结构设计成败的关键因素。以遂渝线无砟轨道铁路为背景,通过室内大比例动力模型试验,研究了循环荷载下路基基床动态参数的分布特征。考虑到工程实用性,对板式无砟轨道基础板底面的动应力进行必要的简化,联合Odemark理论和弹性理论来计算路基动应力,所得计算值和实测值很接近。在动应力分布已知的前提下,将路基各土层假设为一维压缩模型,并确定合理的有限压缩层厚度,探讨将多土层体系转换为等效Winkler地基模型的方法,得到不同工况下路基的基床反力系数,经与实测值相比较,证实了此计算方法是有效的。
無砟軌道技術在高速鐵路髮展中得到越來越多的應用,在使用溫剋勒( Winkler)模型對土質路基無砟軌道進行分析時,路基中動應力的分佈規律和基床反力繫數的取值是決定線路結構設計成敗的關鍵因素。以遂渝線無砟軌道鐵路為揹景,通過室內大比例動力模型試驗,研究瞭循環荷載下路基基床動態參數的分佈特徵。攷慮到工程實用性,對闆式無砟軌道基礎闆底麵的動應力進行必要的簡化,聯閤Odemark理論和彈性理論來計算路基動應力,所得計算值和實測值很接近。在動應力分佈已知的前提下,將路基各土層假設為一維壓縮模型,併確定閤理的有限壓縮層厚度,探討將多土層體繫轉換為等效Winkler地基模型的方法,得到不同工況下路基的基床反力繫數,經與實測值相比較,證實瞭此計算方法是有效的。
무사궤도기술재고속철로발전중득도월래월다적응용,재사용온극륵( Winkler)모형대토질로기무사궤도진행분석시,로기중동응력적분포규률화기상반력계수적취치시결정선로결구설계성패적관건인소。이수투선무사궤도철로위배경,통과실내대비례동력모형시험,연구료순배하재하로기기상동태삼수적분포특정。고필도공정실용성,대판식무사궤도기출판저면적동응력진행필요적간화,연합Odemark이론화탄성이론래계산로기동응력,소득계산치화실측치흔접근。재동응력분포이지적전제하,장로기각토층가설위일유압축모형,병학정합리적유한압축층후도,탐토장다토층체계전환위등효Winkler지기모형적방법,득도불동공황하로기적기상반력계수,경여실측치상비교,증실료차계산방법시유효적。
Ballastless track technology is widely being used for the development of high-speed railway. When using Winkler model to analyze the ballastless track on soil subgrade, the dynamic stress distribution rule in subgrade and the subgrade reaction coefficient are the two key factors to dominate success or failure of railway route structure design. In order to study the distribution characteristics of dynamic parameters in subgrade bed under the action of cyclic load, a large-scale laboratory dynamic model test was performed based on the example of ballastless track of the Suining-Chongqing high-speed railway. Furthermore, in view of engineering applicability, the distribution of dynamic stress of foundation slab bottom of ballastless track was simplified, and the dynamic stress in subgrade was calculated by combining Odemark theory with elastic theory, with the result that the calculated values were very close to the measured data. Then, on the premise that the dynamic stress had been known, this paper assumed each soil layer of subgrade to be one-dimensional compression model, and determined the reasonable thickness of finite compression layer. Then, this paper explored the method of transforming the multiple soil layer system into the equivalent Winkler foundation model, and the subgrade reaction coefficients with different working conditions were acquired. Finally, by comparison with measured data, it is proved that this calculation method is effective.