郑毅超
中国水利水电第五工程局有限公司 四川成都 610000
摘要:最近几年,随着我国经济发展高层建筑已经成为我国建筑的主要形式。随着高层建筑形式逐渐增加,高层建筑的质量已经成为人们关注的重点。在高层建筑的施工过程中大体积混凝土施工是比较重要的一个环节,但是在实际的施工过程中容易因各种原因导致施工裂缝的问题,对高层建筑的安全性、耐久性造成威胁。目前的高层建筑当中,经常使用混凝土技术施工。本文对高层建筑大体积混凝土施工技术及质量控制方式进行探讨,希望能够推动我国高层建筑发展。
关键词:高层建筑;大体积混凝土;施工技术;质量控制
高层建筑的大体积混凝土技术质量好坏能够直接影响到高层建筑的质量。在进行大体积混凝土施工作业时,但凡有一处是不符合规范的都会导致高层建筑物质量下降。所以,在进行大体积混凝土作业时一定要严格遵守相关制度,保障高层建筑质量[1]。
1 高层建筑大体积混凝土技术特征
1.1 原材料需求较大
从大体积混凝土技术的名字就能看出来,这一技术的实施需要的混凝土体积大于一般的混凝土,在进行建筑浇筑施工作业时也需要大量的原材料。因此,原材料需求较大也成为了大体积混凝土技术的主要特征。
1.2 浇筑条件繁复
我国当前的大体积混凝土技术施工都是在地下开展现浇作业,这就代表着建筑物的浇筑作业的条件是非常繁复的,也因此,实现这一技术也需要更高的施工技术。
1.3 施工要求严格
大体积混凝土通常都是体积非常大并且具有一定厚度,为了保障土体的完整性,尽量保证土体上不会出现缝隙,在进行浇筑时一定要不间断的浇筑,只有这样才能够达到该技术的施工要求。
1.4 出现裂缝
在真实的施工现场当中,开展大体积混凝土技术施工想要保障一丝缝隙都没有是不可能实现的。这是由于水泥水化热比较大,并且由于大体积的混凝土限制,热量无法散发,再加上外部升温较快,在这样的情况之下会产生较大温差,压力也随之出现,就会导致出现缝隙。
1.5 工程保养条件比较严格
这还是因为大体积混凝土的体积过大,为了减少建材出现问题,对于建材的保养工作就非常重要了,只有将保养工作做到位,才能够保障大体积混凝土的质量安全,避免影响施工进度保证高层建筑质量。
2 在施工当中存在的问题
2.1 施工现场管理不到位,工程质量得不到保障
目前,我国建筑工程建筑施工技术在不断地提升,在高层建筑大体积混凝土施工技术也随着增加。但是在建筑工程当中经常有施工技术不符合标准和建筑材料质量较差等等,这些现象严重导致施工质量下降。
想要解决这些问题,就要在大体积混凝土技术施工过程当中,技术施工管理工作人员一定要在现场对于施工现场进行监督指导,通过这种方式避免为后续工程留下隐患,保障高层建筑的安全性[2]。
2.2 明确各管理负责人的工作责任
建筑工程施工单位应该通过完善制度,明确单位当中各级管理负责人的工作职责,并建立相应的奖惩制度,一旦出现问题就要落实到具体的负责人身上。特别是在大体积混凝土的施工作业当中,各个管理工作人员一定要意识到质量管理对于高层建筑质量的重要性。
2.3 混凝土稳定性对工程建筑影响较大
在进行大体积混凝土施工技术当中,最重要的环节就是混凝土浇筑和硬化,因为混凝土里面的胶凝材料非常容易出现水化反应,在进行施工时,一直都会存在着水化热反应,混凝土内部的热量也因此全部丧失,并且外部热量丧失也很快,只就导致混凝土内外温差随着时间变化逐渐变大,混凝土表面出现变形,最后致使混凝土的质量受到影响,高层建筑质量严重下降。
3 高层建筑大体积混凝土施工技术的使用
3.1 施工准备阶段
在开展大体积混凝土施工作业之前,应该按照施工设计要求对于建筑材料进行选择,建筑材料的抗裂性能要符合建筑要求,从而对于混凝土的配比进一步完善,比如说可以采取用粉煤灰和矿渣等活性建筑材料替换一部分的水泥,这样做能够有效增加混凝土的可泵性,提高材料强度,具体配比方式以某高层建筑工程为例,详见表1。除此之外, 在选择水泥材料时要选择那些水化热度低的水泥材料,并且水泥材料的膨胀性一定要有非常好的膨胀性。除此之外,还要根据施工实际情况合理添加减水剂和抗裂纤维膨胀剂,以此提升大体积混凝土的抗渗性能。与此同时,还要提前准备好在工程施工需要的机器设备和相关工具,同时还要保障这些设备的质量,保证能够投入到工程施工当中。
![](data:image/png;base64,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)
表1 混凝土配比
3.2 浇筑技术
浇筑环节是大体积混凝土施工作业当中非常重要的一个步骤,在工程当中实施混凝土浇筑作业过程当中,对于浇筑顺序和浇筑的方法都有着非常明确的要求,施工工作人员在进行浇筑作业时一定要严格遵守这些规定,从而保障大体积混凝土施工的安全性和质量。除此之外,还要对于浇筑时间进行详细记录,本文以某高层建筑负三层地板混凝土浇筑表为例,详见表2。
![](data:image/png;base64,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)
表2 负三层底板混凝土浇筑表
在进行大体积混凝土浇筑工程时,最好是根据核心筒墙、柱、梁以及板混凝土的顺序开展作业,进行剪力墙和基础节点的浇筑作业过程中,砂浆的高度应该保持在45厘米、厚度通常保持在5厘米左右。在浇筑时,要采取分层浇筑的方式,每层混凝土浇筑之间的时间空档要控制在2个小时当中;在进行主体混凝土浇灌作业时,应该提前将钢丝网片放置好;在进行梁和板的浇筑过程当中,要保证存在一定的坡度。除此之外,在进行筏板浇筑工程施工过程当中,要保障筏板已经被非常牢固地固定住之后才能够开展二次浇筑。
2.3 测温技术
为了能够在大体积混凝土浇筑工程施工过程当中能够对温度及时控制,要在施工当中应用测温技术,通过这样的方式,对于混凝土的内外温差进行控制,以此保障混凝土不会出现变形和裂缝[3]。在大体积混凝土工程施工过程当中,建议使用电阻型温度计对于混凝土温度进行测量。在测温过程当中要对于每一个测温点都详细测量,并且还要对于测温点的具体情况和温度变化情况作出整合记录,记录内容详见表3,在记录时,首先要明确具体测量点的位置,在对于温度进行检测。为了保障温度检测出来的数据科学性与合理性,在进行温度测量时,不要将测温线直接放置到钢筋之上。在工程当中的混凝土凝固之后,要合理使用降温法和保温法对于大体积混凝土土体的温度进行控制。
在采用降温发的过程当中,通常都是对混凝土土体内部的温度进行调整。除此之外,还会建设冷却水循环系统辅助进行降温工作;降温法主要是控制结构外面的温度高度,在大体积混凝土外面放置保温材料,还可以采用碘钨灯或是在外面阶段性泼洒热水的方式提升外部温度。因为混凝土原本就是具有一定温度的,在进行浇筑作业时水化热也会导致混凝土温度提升,面对这样的现象,通过人工管控的方式帮助混凝土慢慢散热,能够让混凝土的承载能力以及质量等方面大幅度提升,有效保障了高层建筑的质量。
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)
表3 大体积混凝土不同龄期温度变化控制表
灌注方式也要根据设计方案的具体要求,选取不同的方式,主要的灌注方式有以下三种:
第一,是全面分层方式。这种施工方式是进行混凝土分层浇筑,在完成第一层混凝土浇筑进行第二层浇筑时,第一层还没有完全凝固,这样就可以实现分层,直到浇筑完成,这种施工方式比较适合工程面积较小的施工;
第二,是分段分层的施工方式。这种施工方式适合较薄但是面积大的结构。将混凝土在底层进行浇筑,在浇筑一段长度后在继续浇筑第二层;
第三,适用于结构长度超过厚度三倍的施工。振捣工作从底部向上进行施工,一次保障施工质量,三种施工类型的具体施工方式如图1所示。
图1 三种浇筑施工方式
2.4 养护技术
在完成大体积混凝土建筑工程施工作业之后,要对于混凝土土体进行养护措施,以此种方式对混凝土温度进行控制。在具体开展混凝土保养是,应该根据实际情况选用保温和保湿的方式,可以在浇筑完成后的混凝土表面上覆盖一层麻袋,若是有需要还可以覆盖一层防寒毡,通过这样的方式保障混凝土的温度和湿度,减少混凝土出现缝隙的现象。除此之外,还要在混凝土之上布置一层隔热层,通过这样的方式降低混凝土内的温度[4]。
3 保障高层大体积混凝土施工质量的方式
3.1 重视对于混凝土建筑材料的质量控制
3.1.1 严格管理混凝土原材料
在进行高层大体积混凝土施工时,要对于大体积混凝土技术施工的相关要求和本次工程设计要求进行了解,而且要将这些要求和数据量化,对于施工现场需要用到的材料进行严格检测,保障混凝土原材料的质量,以此保障大体积混凝土和高层建筑的质量。
3.1.2 要对于混凝土配合比进行合理设计
在进行高层大体积混凝土施工作业的过程当中,要对于混凝土水胶比等数据给予高度重视,并且为了保证混凝土配合比设计的科学性,要在施工开始之间进行实验,根据检验之后的配合比展开施工作业。
3.1.3 选择水化热低的硅酸盐水泥
在进行高层大体积混凝土施工时,选择水化热程度较低的硅酸盐水泥,能够降低水化时的热量。在现场施工的过程当中,还可以根据实际情况合理的混合一些粉煤灰和矿粉,通过这样的方式对于水化热温度进行调节。除此之外,还可以利用减水剂减缓水化热现象热度的散发。
3.1.4 可以使用收缩补偿混凝土进行基础构造
因为,在混凝土施工早期当中容易出现干缩和水化热导致的温度缝隙。所以,在进行高层大体积混凝土施工作业的过程当中,我们可以在混凝土当中方式一定的纤维材料,这种施工方式能够消除一些混凝土在硬化时形成的拉应力,能够有效减少混凝土收缩裂缝的出现。
3.2 高层混凝土施工中的关键技术把控
由于高层大体积混凝土施工作业工程当中的施工步骤较多,所以要不断加强施工单位对于该技术的把控能力。在施工时,要保障混凝土拌合站能够混凝土搅拌均匀;在运输的过程当中,要采用专门用于混凝土搅拌车进行运输,通过这样的方式保障混凝土符合相关施工要求。在进行浇筑时,一定要做到浇筑和振捣工程同时进行,保障振捣足够紧密,振捣棒在工作时要直上直下,快插慢拔,保障不会有过振或是漏振的情况,在混凝土表面出现浮浆或是没有气泡存在时就可以不再进行振捣。
3.3 重视对于大体积混凝土的应力掌握
在进行高层大体积混凝土施工时,缝隙是最容易发生的问题,所以要添加适量的泵送剂到混凝土当中,这样的施工方式能够有效加强混凝土的极限抗拉强度,减少出现缝隙。并且因为使用了送泵剂能够将混凝土当中存在的溢出能量吸收,能够减少混凝土内部出现缝隙的现象。除此之外,在进行浇筑时还要对于浇筑频率进行管控,避免出现水化热聚集,通过这样的方式降低温度应力。还要对混凝土进行二次振捣提升混凝土的承载力,保证高层建筑的质量。
结论:总而言之,大体积混凝土施工技术的质量好坏与高层建筑的质量有着直接影响。所以,在施工过程当中一定要严格控制这一技术施工方式,要保障施工质量符合相关规章制度,以此实现高质量建设高层建筑。
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