申杰
(中交基础设施养护集团有限公司 北京 100011 )
摘 要 路基是长线带状构造物,经常遇到山洪、灌溉、路面降雨汇集、绿化养护等各方面来水的侵袭,涵洞需要经常过水,不可避免雨水和积水渗入基底。在湿陷性粉土地区修筑路基时,极易发生湿陷灾害导致路基沉陷和路面开裂等病害,整治修复和加固处理费用巨大。为保证道路行车安全和工程的耐久性,需要对地基预先加固处理,消除粉土的湿陷性,并采取综合性的防排水措施,彻底解决这一疑难问题。
关键词 湿陷性 粉土 地基 路基 施工技术
Application of subgrade construction technology for collapsible silty land foundation
Jie Shen
(China Transportation Infrastructure Maintenance Group Co., Ltd., Beijing 100011)
Abstract The roadbed is a long ribbon structure. The roadbed is often invaded by mountain flood, irrigation, road surface rainfall confluence, afforestation and conservation, etc. The culvert needs regular water flow, and rainwater and water will inevitably infiltrate into the foundation floor. When building roadbed in the area of collapsible silty soil, it is easy to suffer from subsidence of roadbed and cracking of road surface caused by geological disaster of subsidence of roadbed. To ensure road traffic safety and engineering durable, need to be right and culvert bottom of foundation reinforcement in advance, eliminate the collapsibility of the powder soil, and adopt comprehensive measures of waterproof and drainage, completely solve the problems.
Key words Collapsibility, silty soil, foundation, subgrade, construction technology
引言
青海东部地区广泛分布湿陷性粉土,大量工程实践表明,由于对粉土的湿陷性未引起足够重视,对湿陷等级判别不清;建设单位认识不到位、未意识到严重性;设计单位认为处理费用高、不愿采取技术措施处理;施工单位不认真核查、机械式照图施工;加之普遍认为西北地区干旱少雨,处治措施的巨额费用和处治效果不成比例,处治的优势体现不出来,导致运营期集中爆发大量路基沉陷和路面开裂病害,花费巨额费用处理,且影响通车,造成诸多负面影响。本文着重对湿陷性粉土需要采取的相关技术措施研究,以解决这一疑难问题,确保路基工程质量和运营的可靠性。
1 湿陷性粉土的概述
1.1 概念
1.1.1 湿陷性粉土
粉土是砂土和粘性土的过渡状态,其粉粒含量占绝对优势,粗粒和粘粒含量较少,一般称为“亚砂土”,其特点是粒径≥0.075mm的颗粒含量超过总质量的50%,塑性指数一般在3≤Ip≤10之间。根据砂粒和粘粒含量的情况又可分为砂质粉土、粘质粉土。粉土的细小颗粒主要是砂粒和粘粒混合,粒径整体相对偏细,物理性质表现为疏松、多孔隙、可透水,所堆积的山体垂直节理发育,在雨水的侵蚀下易形成沟壑、沉陷和崩塌。坡积和洪积粉土颗粒之间孔隙率较大,结合不紧密。在路基自重应力作用下,或者在路基自重应力和行车附加应力共同作用下,浸水后土的结构破坏而发生显著附加变形,具有湿陷性。湿陷性粉土的物理性质比较特殊,其土质颗粒较均匀、结构比较疏松、孔隙发育,在未受水浸湿时,一般强度较高,压缩性较小,可以保持基本形态,当在一定压力下受水浸湿,土结构会迅速破坏,土颗粒之间联结消失,受水作用密实,产生较大附加沉降,强度迅速降低。青海东部沟谷普遍分部20~40米厚强湿陷性冲洪积粉土,遇水极易沉降,加之路基加载作用,沉降明显,路外原状土遇水后存在开裂沉陷现象。
1.1.2 湿陷机理
粉土中的粗粒和砂粒在粉土结构中起骨架作用,粘粒和易溶盐类起到填充和胶结作用。堆积的过程中,粗粒被牢固的粘结着,在堆积加厚的过程中受以上堆积物重力的影响,土粒间的上下间距变得愈来愈密实,类似薄层堆叠结构,使干燥粉土具有较高的强度,能承受较大的承载力和剪切力;而遇水时,水对各种胶结物的软化作用,土的强度突然下降便产生湿陷。湿陷的原因还在于粉土的欠压密状态,沉积的粉土层,干旱气候条件下,由于蒸发量大于降雨量,蒸发影响深度大于雨水的影响深度,在其形成过程中,充分的压力和适宜的湿度往往不能同时具备,导致土层的压密欠佳,便逐层形成粉土的疏松结构。带水的易溶盐类体积较大,干燥蒸发后体积缩小行成孔隙,也是疏松结构的原因之一。在逐层堆积的过程中,土粒间水平间距变化不大,上下粒间空隙相通,容易透水,成为蒸发的垂直通道,形成了粉土的垂直节理,同时也是湿陷性的水浸通道。青海东部湿陷性粉土分布地区平均降雨量约在200~400mm,但蒸发量却远远超过降雨量,且易溶盐含量高,具备疏松、多孔隙,垂直节理发育形成的条件。
1.2 粉土的湿陷性
粉土地基在路基的自重压力作用下,或通车荷载的附加压力与路基自重压力共同作用下,受水浸湿时产生大量而急剧的附加下沉,发生快,一般在浸水几个小时就开始湿陷,沉降量常常超过正常压缩变形的几倍甚至几十倍,变形量大;就一般的湿陷病害而言,往往在短期内就可能产生20~30cm的变形量,长期可达到100cm以上的变形量,这种量大、速率快而又不均匀的变形往往使路基和涵洞发生严重变形甚至破坏,而桥梁则因为桩基穿透湿陷层,桩尖持力层无湿陷性而幸免于难,但应注意急剧湿陷对桩身产生向上的负摩阻力。而湿陷的出现完全取决于受水浸湿的机率,有水的情况下,路基和涵洞在施工期间即产生湿陷病害,无水的情况下,则在几年甚至几十年后才出现湿陷病害。因此对湿陷性粉土地区的公路路基和涵洞,不论地基承载力是否达到容许承载力,都应对地基进行预加固处理,以消除粉土的湿陷性、提高承载力。设计粉土地基时,必须首先通过现场和室内试验,判定粉土的湿陷性质、类型和等级。其中集中频繁降雨和绿化工程灌溉浇水、路侧集中排水、中央分隔带汇集水都是导致沉降的主要因素,对来水的治理也是已通车粉土地基路基的重要防范措施之一。
1.3 湿陷性粉土湿陷程度评价
湿陷性粉土的胶结物主要为易溶盐,因此湿陷程度评价可采用盐渍土的标准评价,根据《盐渍土地区建筑技术规范》(GBT 50942-2014)第4.2.4条规定,当湿陷系数 (δrx)大于或等于0.01时,应判定为湿陷粉士。根据湿陷系数的大小可将湿陷性粉土的湿陷程度分为下列三类:
1.当0.01<δrx≤0.03时,湿陷性轻微;
2.当0.03<δrx≤0.05时,湿陷性中等;
3.当δrx>0.05时,湿陷性强。
1.4 湿陷性粉土地基的总湿陷量计算
根据《盐渍土地区建筑技术规范》(GBT 50942-2014) 第4.2.5条规定,湿陷性粉土地基的总湿陷量(δrx)除可按本规范陷录C的方法直接测定外,也可按下式计算:
![](data:image/png;base64,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)
根据《盐渍土地区建筑技术规范》(GB150942-2014)第4.2.6条规定,湿陷性粉土地基的湿陷等级分为三级,湿陷等级的确定应符合表1的规定:
![](data:image/png;base64,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)
2 湿陷性粉土地基处理原则
湿陷性粉土路基病害发生的主要原因有路基沿线灌溉水冲刷浸泡路基基底的损害、雨水和洪水汇集在路基高侧及涵洞内泡软地基的损害、中央分隔带浇灌苗木水下渗路基基底或渗至边坡外的损害、路面雨水从路肩下渗的损害、排水沟汇集水下渗的损害等几种类型。发生病害的段落采用雷达扫描路面结构层,结构层下含水量均偏大,接近饱和状态,尤其中央分隔带未封闭段落,靠近中央分隔带附近更严重,下渗到基底后,造成基底沉陷。结构层下的水份在通车后车辆荷载的反复作用下,有可能引起路面沉陷和动水冲刷唧浆等病害,
湿陷性粉土地基处理的基本原则是:破坏粉土的空隙性结构,改善粉土的工程性质,压实或挤密部分粉土,消除或减少地基的湿陷变形,防止水浸入路基或涵洞地基,提高承载结构刚度。主要采用地基加固和“防、排、堵、截、疏”的综合性措施处理,确保各方面来水不渗入地基。
地基处理时应根据地基土湿陷系数测定和总湿陷量计算,判定等级后区别对待,并结合以下特点:①湿陷性粉土差别,如湿陷性和湿陷敏感性的强弱、承载能力及压缩性的大小和不均匀程度等;②路基和涵洞的使用特点,防水性能,如地基浸水的可能性;③路基和涵洞使用上对限制不均匀下沉的严格程度,和对不均匀下沉的适应性;④材料及施工条件,以及当地的施工经验,气候和年降雨量、降雨集中度。
设计阶段进行路线纵断面布置时,尽可能使涵洞流水面符合地形,避免低于原地面,形成积水坑。尽可能对中央分隔带采取全封闭措施,确有绿化需要的未封闭段落,在中央分隔带底部应设置防排水措施,避免灌溉水下渗,在路线纵坡最低点,设置横向排水管,管径15厘米,用于排除中央分隔带多余水份。
开工之初,首先应进行地质调查,确认设计和现场是否一致,否则及时进行变更。其次必须针对地质勘探结果,对存在的湿陷性粉土在设计上采取预加固技术措施处理,确保遇水后不发生湿陷。
2.1 湿陷性粉土地基处理措施
①处理基础以下全部湿陷性土层,采用桩基将荷重支撑在下部非湿陷性土层的地基上,这种方法适用于重要的结构物或湿陷性粉土层较薄的场地;②处理一定深度内湿陷性土层,采用夯实、压实、挤密或换土的方法消除一定深度内土层的湿陷性,使剩余的湿陷量达到不致危害路基或涵洞安全使用的程度。
2.2 防水措施
防止或减少路基和涵洞地基受水浸湿的防护性工程措施。如使贮水建筑物和输水管道离开路基和涵洞一定距离,以免漏水殃及路基和涵洞地基;或增设防止漏水和检查漏水的专门设施等;在路基和涵洞地基周边设置隔水措施,阻挡地基以外的来水;在路基和涵洞地基顶面采取封水措施,阻挡路表水下渗入地基。
2.3 排水措施
使各方面向路基和涵洞来水能及时排走,不致下渗浸湿地基,如涵洞要做到“早接远送”,对上下游渠道进行硬化处理,并注意排水纵坡,确保涵洞内不积水。
2.4 结构措施
减少涵洞不均匀沉降和使涵洞能适应地基局部湿陷变形的措施,如选用设置钢筋的箱涵和整体式基础型式,以加强结构的整体性和空间刚度;设置传力拉杆,使构件连接处有足够的支承能力;以及使涵洞预留适应地基变形的沉降量以减少局部湿陷所造成的危害等。
2.5 预压措施
对路基和涵洞顶面采取超载预压或堆载预压的方式,提前消除部分湿陷变形。
3 湿陷性粉土地基施工技术
3.1 湿陷性粉土地基处理措施
湿陷性粉土地基处理措施一般采用工程措施对基底下的湿陷性粉土进行夯实、压实、加固、挤密等措施处理,或更换另一种材料改变其物理性质,达到消除湿陷性、减少压缩和提高承载能力的目的。
3.1.1 涵洞地基处理措施
涵洞地基处理的方法主要有灰土换填、灰土或水泥土挤密桩、旋喷桩等处理措施。灰土换填适用于地下水位低、湿陷性粉土厚度1~3m的情况,换填深度一般不小于2m。灰土挤密桩、水泥土挤密桩适用于地下水位低,湿陷性粉土厚度3m~12m的地基,灰土挤密桩桩身材料采用10%灰土,水泥土挤密桩水泥采用42.5级普通硅酸盐水泥,掺量8%,桩径一般为0.4m,桩距1.5m,桩长7m~8m,梅花型布置,桩顶设0.5m厚的灰土垫层,压实系数不小于0.95。旋喷桩适用于地下水位较高、地基软化、涵洞常年过水且过水量大、地基土夹杂砂砾等复杂地质情况和湿陷性粉土厚度≥12米以上的地质:其中湿陷性粉土厚度介于12m~20m,旋喷桩处理深度不小于10m;厚度大于20m以上,旋喷桩处理深度不小于14m,桩径不小于60cm,桩中心间距不大于1.5m,梅花型布置,水泥采用42.5级普通硅酸盐水泥,水灰比0.8~1.5,掺量>40%。
3.1.2 路基地基处理措施
路基湿陷性粉土地基处理的方法主要有冲击碾压、强夯、灰土换填、素土挤密桩、石灰或水泥土挤密桩、旋喷桩、水泥搅拌桩等。
灰土换填适用于地下水位低,湿陷性粉土厚度1~3m,换填深度>1m,灰土同时可以起到封闭的作用,可防止水下渗。
一般路基基底,湿陷性粉土厚度为2~4m时,可采用冲击碾压36遍或24遍消除粉土湿陷性,填方路基,处理范围两侧到坡脚外2m(无排水沟时)或排水沟位置(有排水沟时),挖方段主要处理路床宽度,要求最后5遍的沉降量≤1cm,碾压面下1m深度范围内的土的压实系数≥0.95或地基系数K30≥80Mpa/m,同时湿陷性系数<0.015。
湿陷性粉土厚度 3m~12m的地基,在周围环境允许的情况下(安全距离见表2),可采用强夯措施处理。采用强夯处理时,夯击能的选用应根据处理深度确定,有效加固深度应根据现场试夯或当地经验确定,或根据表3确定。夯击遍数应根据地基土的性质确定,一般情况下,可采用3~4遍,最后再以低能量夯击一遍。夯击点位置可采用正方形布置。第一遍夯击点间距可取2倍夯点间距,第二遍夯击点在第一遍夯击点之间加密布置,第三遍在前两遍夯击点之间加密布置,夯印彼此搭接1/4。强夯处理范围应超出填方坡脚外,每边超出坡脚外缘的宽度宜为设计处理深度的1/2至2/3,并不宜小于3m。
表2 不同能级强夯施工振动安全距离建议值
![](data:image/png;base64,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)
备注:根据《爆破安全规程》GB 6722-2003及施工经验综合确定。
表3 强夯法的有效加固深度(m)
![](data:image/png;base64,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)
湿陷性粉土厚度3~12m,也可采用素土挤密桩加固处理,桩径0.6m、深入湿陷性地层以下、正方形布置,间距1.5m;采用石灰土或水泥土挤密桩加固处理时,桩径0.4m,桩距1.5m,桩长≥8m,正方形布置。
湿陷性粉土厚度≥12m的地基,采用高压旋喷桩加固地基,桩径0.6m,桩间距2.0m,桩长≥10m,正方形布置;采用水泥搅拌桩处理地基,桩径0.5m,桩距1.5m,正方形布置,桩长打入湿陷性地层以下或基岩顶面,桩顶铺设灰土垫层,中间夹铺一层高强聚酯双向土工格栅。
3.2 综合性防排水措施
为保证涵洞地基处理的效果,还应注意以下事项:避免雨季施工,保证基坑不被浸泡,混凝土养护水亦不得浸泡基坑;基坑采用不透水土或灰土夯填,桩顶按设计要求铺设灰土垫层,控制分层厚度、压实质量;桩基施工完毕后,基坑周围设置防水板、防水土工布等隔离措施,入土深度不小于1m;灰土的施工含水量控制在最佳含水量±2%之间,压实后3天内不得受水浸泡,否则应挖除重填;出入口铺砌处铺设灰土垫层,端头设置截水墙,或采用旋喷桩帷幕措施深处理;引排水做到“早接远送”,在涵洞上下游一定距离设置硬化渠道,避免下渗,并与两侧天然沟渠顺接,确保排水通畅;沉降缝处理采用先塞遇水膨胀止水胶条,然后用沥青麻絮填塞,最后用沥青砂封闭;涵洞内路面高程应以顺利排水为宜,严禁积水。
路基防水在填方段边坡下从路肩边缘至排水沟外2m采用0.3m厚灰土封闭;挖方段路床基底全宽范围换填0.5m灰土;基床表层内采用两布一膜土工膜进行封闭隔水处理。
在基底来水侧设置一定深度的灰土桩连续墙,旋喷桩连续墙、帷幕或灰土墙、水泥土墙进行隔离。路基段落为防雨水和洪水,在路基上游侧设置盲沟或排洪渠排水,沟下设置防水土工布防水,引至涵洞处排走。路基两侧的排水沟、边沟基底均需设置防水土工布防水。
湿陷性粉土路段中央分隔带、土路肩必须全部采取封闭措施,路侧设置拦水带和急流槽将路面水引导排走,防止水渗入基底。填方边坡采用全封闭措施,避免雨水和绿化养护水渗入基底。
对于中央分隔带来水,可在在涵洞盖板顶钻孔设置泄水管,将水排入涵洞,避免从台背下渗造成沉降。
3.3 沉降缺陷处理
(1)对沉陷的涵洞处理时,涵洞净高≥3m时,采用在涵洞内引孔并施工旋喷桩,净高不足3m的在涵洞外引孔并施工旋喷桩,间距1.5m。沉降涵洞台背每侧加固宽度5m,采用间距2m梅花形布置,旋喷桩桩顶为地表以上1m,桩底按涵底实际地层计算确定。
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)
(2)对于已经发生沉陷的路段采用旋喷桩、干拌水泥碎石挤密桩等措施处理。旋喷桩适用于高填方基底加固、涵洞基底加固、软化地基加固、涵洞进出水口帷幕处理等已经出现缺陷的部位加固,对于泥化和泡软的路基处理效果较好,桩长不小于10m,桩径不小于60cm,桩中心间距不大于1.5m,正三角形布置,一般用于处理基底,也可用于处理路基填方;在路面沉陷段落甚至可用旋喷桩将路面结构层顶起至设计高程,但应注意路面全宽范围内处理,防止后期发生不均匀沉降开裂。干拌水泥碎石挤密桩采用水泥和碎石预拌,运送到现场后边投料边夯实。干拌水泥碎石桩桩体采用旋挖或潜孔钻冲击成孔工艺,孔径 15cm , 回填夯扩后桩径平均扩大1.5倍,桩距 0.8~1.0m 布桩,桩体伸入原地面下 5~11m。干拌水泥碎石桩处理泥化路基时,由于成孔困难,有一定局限性。干拌水泥碎石桩适宜于处理挖方地段路床基底和低填浅挖地段的基底。
4 湿陷性粉土和粉土路基施工技术的发展。
水泥粉煤灰碎石桩(CFG桩),桩体由碎石、粉煤灰、水泥加水拌和后投入孔内而成,其强度与素混凝土相当,以桩的支承作用、桩间土的挤密作用和在桩与桩之间设置碎石或砂砾等散体材料构成的褥垫层来分配桩土荷载,保证桩土协同工作,形成复合地基。
长短桩复合地基处理措施:用于湿陷厚度小于10m且距离建筑物较近及湿陷厚度大于10m的地段。短桩为水泥土挤密桩、孔内深层强夯(DDC)桩,主要作用是消除上部湿陷性粉土的湿陷变形;长桩为CFG桩、钢筋混凝土预应力管桩等,主要作用是解决地基的压缩变形。
超高能级强夯、强夯置换法:用于湿陷厚度大于20m远离村镇及既有建筑物的地段,处理成本低,工期短。
5 结束语
青海东部地区湿陷性粉土埋藏较多,包括含砂砾土也具有湿陷性,必须针对同类地质情况对新建及改扩建公路项目的地基进行处置,采取素土挤密桩、灰土挤密桩、灰土垫层隔离、强夯、冲击碾等措施处置;并且在路基填筑时,透水性材料和不透水性材料要求分层填筑,层间设防水土工布隔离;路床80cm范围内采用石灰或水泥改良碎石土、砂砾土等封闭不透水且CBR强度高的材料填筑;路基边沟和排水沟下设置防水土工布隔离;完善“三改工程”、防排水系统,避免路基下积水。建议取消中央分隔带绿化措施,改为封闭后设置防眩网,并对土路肩进行硬化封闭,路基下边坡尽可能不采用植物防护,减少绿化浇水对路基的损害。
湿陷性粉土地基处理过程中,尤其要重视以下几点:施工前需采用地质钻钻孔取样复查,以分析、判别粉土湿陷性和强弱程度、地基湿陷类型及湿陷性粉土厚度,对中、强湿陷性、高压缩性和有陷穴的地基应按设计要求严格进行处理,实际与设计不符的,要及时与建设、设计、监理单位沟通,选用适宜的处理方法;施工中坚持通过现场工艺试验,确定工艺控制参数并报监理和业主审批后实施;充分考虑湿陷性粉土的防水、排水问题,截水沟、排水沟和侧沟基底压实应达到路基基底以下部分压实标准,并采取封闭和隔水措施,注重形成完整的排水系统。
参考文件
[1].盐渍土地区建筑技术规范GB/T 50942-2014 [S]. 中华人民共和国住房和城乡建设部发布.
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