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张先伟, 杨爱武, 孔令伟, 周奇, 王 韬. 天津滨海吹填泥浆的自重沉降固结特性研究[J]. 岩土工程学报, 2016, 38(5): 769-776. DOI: 10.11779/CJGE201605001
引用本文: 张先伟, 杨爱武, 孔令伟, 周奇, 王 韬. 天津滨海吹填泥浆的自重沉降固结特性研究[J]. 岩土工程学报, 2016, 38(5): 769-776. DOI: 10.11779/CJGE201605001
ZHANG Xian-wei, YANG Ai-wu, KONG Ling-wei, ZHOU Qi, WANG Tao. Self-weight sedimentation and consolidation characteristics of hydraulic-dredged slurry in Tianjin Binhai District[J]. Chinese Journal of Geotechnical Engineering, 2016, 38(5): 769-776. DOI: 10.11779/CJGE201605001
Citation: ZHANG Xian-wei, YANG Ai-wu, KONG Ling-wei, ZHOU Qi, WANG Tao. Self-weight sedimentation and consolidation characteristics of hydraulic-dredged slurry in Tianjin Binhai District[J]. Chinese Journal of Geotechnical Engineering, 2016, 38(5): 769-776. DOI: 10.11779/CJGE201605001

天津滨海吹填泥浆的自重沉降固结特性研究

Self-weight sedimentation and consolidation characteristics of hydraulic-dredged slurry in Tianjin Binhai District

  • 摘要: 以天津滨海新区吹填泥浆为研究对象,对初始含水率w0=200%~2000%的泥浆开展长达100 d的自然沉降模型试验,研究吹填泥浆的自重沉降固结规律与形成土的微观结构特性,据此提出吹填工程设计的控制指标,为吹填工程的设计与施工提供可靠的技术支撑。结果表明,天津吹填泥浆的沉降类型主要是沉积沉降和固结沉降,沉积沉降过程分为絮凝阶段、阻碍沉降阶段、自重固结阶段。含水率临界值(或土的形成含水率)w0*=400%,且w0*与液限wL具有较好的线性关系。初始含水率w0≤w0*,发生固结沉降,沉降量可以用一维固结理论计算;w0>w0*,发生沉积沉降,沉降量可以用沉积规律计算。土的形成孔隙比e0*=10.92;沉降稳定时间Tc可用Tc=159(w0/ wL)-1计算;稳定孔隙比ec可由分段公式计算,ec=0.08+5.4(e0≥ 13.65),ec=0.4+1.03(e0< 13.65);絮凝屈服应力Ps=0.3 kPa,界限孔隙比es=6.4。研究还表明,泥浆沉降过程其实是絮凝屈服应力与有效应力相互影响的过程,进而产生不同的沉降特征;吹填形成土在平行于沉降方向为絮凝结构,而垂直沉降方向呈堆叠结构。

     

    Abstract: The model tests on hydraulic-dredged slurry with initial moisture content w0 of 200%~2000% in Tianjin Binhai District after sedimentation of 100 days are performed to investigate the self-weight sedimentation and consolidation characteristics. The relevant indices for the hydraulic fill are suggested so as to provide reliable theoretical support for dredger filling projects at the design and construction stages. The results show that the settling of the hydraulic-dredged slurry in Tianjin includes two types, deposition settling and consolidation settling, respectively. The former undergoes flocculation, hindering settling and consolidation. The critical moisture content w0* is 400%, and there is a linear relationship between w0* and the liquid limit. When w0w0*, the consolidation settling occurs, and the settlement can be calculated by using the one-dimensional consolidation theory. When w0>w0*, the deposition settling occurs, and the settlement can be calculated by using the sedimentation rule. The void ratio of soil formation e0* is 10.92. The time of sedimentation stability can be calculated using Tc=159(w0/ wL)-1. The void ratio of sedimentation stability can be calculated by the piecewise formulae ec=0.08+5.4(e0≥13.65)and ec=0.4+1.03(e0<13.65). The flocculation yield stress Ps is 0.3 kPa and the boundary void ratio es is 6.4. The self-weight sedimentation and consolidation is the process that the flocculation yield stress and the effective stress influence each other, so that different settlement characteristics are aroused. The micro-structure of dredged mud in parallel direction to sedimentation is flocculation structure, and that in vertical direction to sedimentation is a stacked one.

     

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