岩土力学
巖土力學
암토역학
ROCK AND SOIL MECHANICS
2014年
1期
151-158
,共8页
高成雷%赵文忠%凌建明%王丙兴
高成雷%趙文忠%凌建明%王丙興
고성뢰%조문충%릉건명%왕병흥
道路工程%沉降控制指标%沉降控制标准%数值计算%半填半挖路基
道路工程%沉降控製指標%沉降控製標準%數值計算%半填半挖路基
도로공정%침강공제지표%침강공제표준%수치계산%반전반알로기
road engineering%settlement control index%settlement control criterion%numerical calculation%cut-and-fill subgrade
为了避免路基沉降导致路面结构破坏,对适用于山区公路半填半挖路基的沉降控制指标和标准进行了研究。首先,基于常泊松比假定,推导了三维Merchant模型的Prony级数表达式,并以ABAQUS为工具建立了半填半挖路基沉降计算模型。计算结果表明,半填半挖路基工后沉降曲线为“勺”形或“S”形,曲线形状的差异揭示了路基沉降的时空耦合效应。其次,基于路基工后沉降机制分析,提出了如下假定:半填半挖路基工后沉降曲线为中心对称的“S”形,对称中心两侧的曲线段为抛物线。通过沥青路面结构对抛物线形路基沉降的力学响应分析,揭示了路面结构附加弯拉应力与抛物线方程的二次项系数a具有线性关系,据此提出采用a值作为半填半挖路基沉降控制指标。最后,基于沥青路面结构在交通荷载和路基沉降共同作用下的破坏模式,提出了半填半挖路基沉降控制标准的确定方法。研究成果为合理控制半填半挖路基工后沉降提供了明确的技术依据。
為瞭避免路基沉降導緻路麵結構破壞,對適用于山區公路半填半挖路基的沉降控製指標和標準進行瞭研究。首先,基于常泊鬆比假定,推導瞭三維Merchant模型的Prony級數錶達式,併以ABAQUS為工具建立瞭半填半挖路基沉降計算模型。計算結果錶明,半填半挖路基工後沉降麯線為“勺”形或“S”形,麯線形狀的差異揭示瞭路基沉降的時空耦閤效應。其次,基于路基工後沉降機製分析,提齣瞭如下假定:半填半挖路基工後沉降麯線為中心對稱的“S”形,對稱中心兩側的麯線段為拋物線。通過瀝青路麵結構對拋物線形路基沉降的力學響應分析,揭示瞭路麵結構附加彎拉應力與拋物線方程的二次項繫數a具有線性關繫,據此提齣採用a值作為半填半挖路基沉降控製指標。最後,基于瀝青路麵結構在交通荷載和路基沉降共同作用下的破壞模式,提齣瞭半填半挖路基沉降控製標準的確定方法。研究成果為閤理控製半填半挖路基工後沉降提供瞭明確的技術依據。
위료피면로기침강도치로면결구파배,대괄용우산구공로반전반알로기적침강공제지표화표준진행료연구。수선,기우상박송비가정,추도료삼유Merchant모형적Prony급수표체식,병이ABAQUS위공구건립료반전반알로기침강계산모형。계산결과표명,반전반알로기공후침강곡선위“작”형혹“S”형,곡선형상적차이게시료로기침강적시공우합효응。기차,기우로기공후침강궤제분석,제출료여하가정:반전반알로기공후침강곡선위중심대칭적“S”형,대칭중심량측적곡선단위포물선。통과력청로면결구대포물선형로기침강적역학향응분석,게시료로면결구부가만랍응력여포물선방정적이차항계수a구유선성관계,거차제출채용a치작위반전반알로기침강공제지표。최후,기우력청로면결구재교통하재화로기침강공동작용하적파배모식,제출료반전반알로기침강공제표준적학정방법。연구성과위합리공제반전반알로기공후침강제공료명학적기술의거。
To avoid pavement structure failure induced by subgrade settlement, index and criterion for settlement control applicable to cut-and-fill subgrade for mountain-highways are studied. Firstly, the Prony series expressions for three-dimensional Merchant model are deduced based on constant Poisson’s ratio hypothesis;and the settlement calculation models of cut-and-fill subgrade were established with ABAQUS. The calculations indicate that post-construction settlement curves of cut-and-fill subgrade are spoon-shaped or S-shaped. The difference in curve shape reveals the time-space coupling effect in subgrade settlement. Secondly, the following hypothesis is proposed based on post-construction settlement mechanisms: the post-construction settlement curves of cut-and-fill subgrade are central symmetric S-shaped curves composed of two parabolic segments. The mechanical response of asphalt pavement under parabolic subgrade settlement indicates that the additional flexural-tensile stress is linear with quadratic term coefficient of parabolic equation which, consequently, can be adopted as settlement control index applicable to cut-and-fill subgrade. Finally, the method of defining settlement control criterion applicable to cut-and-fill subgrade is presented based on the failure modes of asphalt pavement under traffic load and subgrade settlement. The research findings provide a technical foundation for post-construction settlement control of cut-and-fill subgrade.