Research Article  Open Access
Shaofu Gu, Weizheng Liu, Mengyuan Ge, "Failure and Remediation of an Embankment on Rigid ColumnImproved Soft Soil: Case Study", Advances in Civil Engineering, vol. 2020, Article ID 2637651, 15 pages, 2020. https://doi.org/10.1155/2020/2637651
Failure and Remediation of an Embankment on Rigid ColumnImproved Soft Soil: Case Study
Abstract
The south extension line was constructed as a new part of the Xintai Expressway in Guangdong Province, China. The project required the construction of an embankment over soft soil with a thickness of up to approximately 14.0 m, and prestressed pipe pile was selected for reinforcing the soft soil foundation to increase bearing capacity and reduce settlement. Embankment sliding with a length of approximately 110 m and cracking with a length that exceeded 300 m occurred before the construction of the pavement structure. Field investigation and theoretical analysis results indicate that the safety factor of the overall stability calculated by the existing code methods is overly large, thereby resulting in large design pile spacing, low design bearing capacity provided by single pile, and excessive load shared by subsoil between piles. These results all cause the flow sliding of soft soil between the piles and the bending fracture of some piles. The revised density method can be used to check the stability of flow sliding, and the bending moment of piles should also be checked during the embankment design stage. In addition, perpendicularity deviation and poor joint quality of pile construction also contributed to the reduction of the bearing capacity of the pipe piles and the overall stability of embankment. Reconstruction of additional rigid piles and add pile after drilling holes are adopted in the sliding and cracking sections to reinforce the failed embankment, respectively. The remediation effect was validated by the measured excess pore water pressure, subgrade settlement, and horizontal displacement.
1. Introduction
In recent decades, several expressways and highspeed railways were constructed in coastal areas with deep soft soil, which possesses low shear strength and high compressibility. With the increase in soft foundation treatment depth, embankment height, and postconstruction settlement requirement, rigid columns (e.g., prestressed pipe pile, cement flyash gravel pile, and concrete pile) have been widely used to strengthen the soft foundation and form a composite foundation to support the embankment because of its fast construction speed and reliable settlement control effect [1–3]. Most rigidpile composite foundation supports embankment successfully; however, accidents, such as collapse, cracking, and excessive settlement of embankments, occur in some areas [4–9].
The limit equilibrium method is generally adopted in the current specifications of China for the stability analysis of embankment supported on the rigidpile composite foundation [10, 11]. The shear failure of soil and pile occurs along the circular sliding surface, and the overall stability is analyzed according to the composite shear strength of soil and pile. However, many researchers emphasized that, in addition to pile shear failure, the failure modes of rigid pile under embankment include pile bending failure, pile inclination, pile compression failure, and soil flow around pile. Zheng et al. [12, 13] investigated the influence of the bending capacity of rigid pile on the stability of embankment through centrifugal test and numerical analysis. The research shows that the bending fracture is the main failure mode of the rigid pile in embankment, the progressive failure of rigid pile occurs, and the effect of rigid pile on the stability of embankment in different parts varies. Kitazume et al. [14] discovered the bending failure of the pile under the embankment through the centrifugal model test. The British code [15] introduced the stability calculation method of geosyntheticreinforced pilesupported embankment. The vertical bearing capacity of the pile under the sliding surface is considered the axial supporting force of the sliding body rather than the shear strength of the pile. This method essentially aims to analyze the stability of soil flow around a pile and not the overall stability of the embankment. Liu et al. [16, 17] proposed a modified density method that could be used to analyze the stability of rigidpile composite foundation by using the existing conventional stability analysis software of subgrade based on the flow failure mode of the embankment on the rigidpile composite foundation. In this method, the friction around the pile is converted into the medium weight of the foundation soil in the reinforcement area by reducing the embankment load to calculate the safety factor of flow sliding. Wang et al. [18] studied the lateral response of a single precast concrete pile reinforced with cementimproved soil based on theoretical studies and 3D finite element analyses. Although many useful researches for failure mode and stability calculation method of rigidpile composite foundation have been reported, studies on the analysis of the causes of the failed embankment over the rigidpile composite foundation and the discussion on the effect of the remediation measures are limited.
A failed embankment on prestressed pipepileimproved soft soil in Guangdong Province, China, has been reported and analyzed in this paper. The geotechnical properties, embankment geometries, soft foundation treatment method, and construction history at the site, as well as the embankment failure event, are initially described briefly. Then, the reasons for the failure of embankment sliding and cracking are analyzed on the basis of field investigation and theoretical analysis. Finally, the remediation measures and reinforcement effect are presented and discussed.
2. Site Conditions and Project Overview
2.1. Embankment Diseases
Figure 1 shows the location of the South Extension Project of Xintai Expressway. This project is located in Doushan, Taishan City, Guangdong Province, China. Its total length is approximately 5.7175 km. After a rainstorm, the constructed embankment exhibited some failures in different sections [19]. Two classic failure sections (e.g., the cracking section: K63 + 500∼K63 + 710; the sliding section: K64 + 080∼K64 + 180) were selected for the following research.
The cracking section is located in the alluvial plain, and some fish ponds are distributed on both sides of embankment. During the embankment unloading process, the embankment had evident macroscopic deformation, and several large cracks had appeared on both sides of the drainage ditches. The right drainage ditch was dislocated by 6–18 mm, cracked by 3–12 mm, and sunk by 5–11 mm.
The sliding section is located in the bridge approach, and the embankment is surrounded by farmland. After the embankment construction was completed, the right and left embankments slid successively (Figure 2). The length, width, fill height, maximum groundlifting height, and groundlifting width of the right sliding embankment are approximately 110 m, 10 m, 6.9 m, 2.177 m, and 17.3 m, respectively, whereas those of the left sliding embankment are 110 m, 8 m, 6.9 m, 2.021 m, and 26.2 m, respectively (Figure 3).
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2.2. Geological Conditions
This expressway runs through coastal alluvial plains and hilly areas, in which the upper layers are composed of Quaternary Holocene tillage soil, alluvial silty clay, silt, sandy soil, mud soil, muddy clay, and muddy sand. We have selected K63 + 500 from the cracking section and K64 + 080 from the sliding section to analyze and have an accurate study on embankment diseases. The physical and mechanical parameters of each soil layer are shown in Tables 1 and 2, respectively.
 
Note: = water content; γ = natural weight; E_{s} = modulus of compressibility; c_{q} = cohesion (from quick direct shear test); φ_{q} = internal friction angle (from quick direct shear test); K_{v} = permeability of the soil in the vertical direction; q_{c} = static point resistance; f_{s} = side friction. 

2.3. Design and Construction
The width and slope of this embankment are 24.5 m and 1 : 1.5, respectively. PHC300A70 was adopted to treat the soft soil foundation, the pile cap size is , and the layout of the pipe piles is rectangular or square. The plastic drainage plates with the same spacing as those in pipe piles were set in section K64 + 120–K64 + 180. Table 3 demonstrates the design parameters of the embankment and pipe piles. In addition, 35 cm medium coarse sand among pile caps and 30 cm gravel cushion were laid above the pile caps. Two layers of biaxial geogrid were paved on the upper and lower sides of the gravel cushion, which has an ultimate tensile strength of not less than 50 kN/m. Before the occurrence of embankment diseases, the completed or ongoing construction procedures are presented as follows: plastic drainage plates ⟶ prestressed pipe piles ⟶ pipe caps ⟶ sand cushion ⟶ gravel cushion ⟶ lower embankment ⟶ upper embankment ⟶ lower roadbed.

3. Reason Analysis of Sliding and Cracking
3.1. Unreasonable Calculation Method of Stability
In rigidpile composite foundation, the general shear failure of soil and rigid piles along the sliding surface merely occurs. Many studies have shown that the flow sliding of soft soil mainly occurs between piles in composite foundation (Figure 4). Flow sliding causes the occurrence of bending fracture or inclination, but not shear fracture, in the pipe piles. The safety factor (F_{s}) of embankment, which is calculated according to general shear failure theory, is too large to be consistent with the actual project. However, most of the present standards are still based on this theory. Thus, many potential dangers are hidden in the design phase.
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Embankment stability can be calculated using four methods. Method 1 refers to the method specified in Technical Guidelines for Design and Construction of Highway Embankment on Soft Ground [15]. Methods 2 and 3 are described in Technical Code for Ground Treatment of Buildings [11]. Method 4 is a new method proposed by Liu et al. [16, 17]. In summary, although these four methods are all based on limit equilibrium theory, they still have differences. Methods 1, 2, and 3 are included in the present specifications for calculating the safety factor under general shear failure. However, different assumptions and calculation methods are followed. Method 4 is used to calculate the safety factor under the flow sliding failure. The following is a brief introduction to the four methods: Method 1: in accordance with the standard of Technical Guidelines for Design and Construction of Highway Embankment on Soft Ground [15], the composite shear strength of composite foundation is calculated by the areaweighted of piles and soil: where m is the area replacement rate of pile; τ_{p} is the composite shear strength of the composite foundation; τ_{p} is the shear strength of pile; τ_{s} is the undrained shear strength of soil between piles; and the shear strength of the pile is 0.5 times of its compressive strength. Method 2: Technical Code for Ground Treatment of Buildings [11] considers that the overall sliding of piles and soil occurs after the piles bending fracture. When analyzing the stability of embankment, the cohesion of concrete (c_{c}) is 0 kPa and the friction angle (φ_{c}) is 35°. The composite shear strength of the composite foundation is also calculated by equation (1), and the friction angle of the composite foundation is calculated by using the following equation: where φ_{sp} is the composite friction angle, φ_{s} is the friction angle of soil between piles, φ_{p} is the friction angle of concrete, and R_{s} is the load rate of soil between piles. Method 3: according to the “sand pile” method mentioned in the Technical Code for Ground Treatment of Buildings [11], the rigid piles are assumed to be equivalent to the sand piles with a certain friction angle. The friction angle is determined by the friction factor of the pile material after the bending failure, the pilesoil stress ratio is taken as 3, and the composite internal friction angle is calculated by using the following equation: where m is the area replacement rate of pile and n is pilesoil stress ratio. After calculating the composite parameters by using Methods 1, 2, and 3, respectively, we can use the natural pilefree foundation using the aforementioned composite parameters instead of the actual prestressed pipepile composite foundation to calculate the safety factor by using some embankment stability analysis software. Method 4: revised density method Liu et al. [16, 17] is different from the existing normative methods. It is used to calculate the stability of embankment flow sliding, which considers the embankment filling and soil between the piles as the analysis objects. In Figure 5, the soil above the sliding surface receives three forces from the pipe piles: the vertical force on top of the pile cap P_{p}, the friction force of soil between piles τ, and the horizontal force of soil among the piles q_{h}. These three forces can prevent the occurrence of flow sliding failure. However, q_{h} that the pipe pile can withstand is very small because the cracked resistant bending moment of pipe pile is very small. Engineers usually ignore it during the design process to increase project safety. Thus, P_{p} and τ become the main factors for improving embankment stability. We can use the modified densities to replace the effect of P_{p} and τ by utilizing the revised density method. Thus, the revised densities should be adopted in the embankment and reinforced foundation soils, the original density should be adopted to the soil outside the reinforcement area, and unrevised shear strength should be adopted to the embankment soil (Figure 6). Then, similar to the three aforementioned methods, we can use the conventional stability analysis software to calculate the safety factor based on limit equilibrium theory.
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The calculation steps of Method 4 are presented as follows: calculate the top load P_{p} ⟶ determine the location of neutral surface ⟶ calculate revised densities and revise shear strength indexes of soil between piles ⟶ check the stability of composite foundation with flow sliding ⟶ check the stability of embankment filling with flow sliding. The following is the detailed description of the aforementioned calculation steps.
P_{p} shall take the minimum of F_{s}P_{pa} and Q_{uk} (the standard value of vertical ultimate bearing capacity of single pile), F_{s} adopts the method mentioned in the [15] for calculation, P_{pa} can be calculated by the improved HEWLETT method proposed by Chen et al. [20], and Q_{uk} can be calculated by the following equation according to the data of Cone Penetration Test (CPT):where u_{p} is the perimeter of pile, β_{i} is the comprehensive correction coefficient of the ultimate friction resistance of layer soil i, f_{si} is average lateral friction of layer soil i, Δz_{i} is the thickness of the layer soil i, α_{b} is the comprehensive correction coefficient of the ultimate bearing capacity of the pile end, A_{p} is the area of the pile end, and q_{c} is the pile tip resistance.
The upper and lower areas of the piles are divided into negative and positive friction zones, and the interface of the two zones is called the neutral surface because of the different settlements between piles and soil among piles. The location of neutral surface can be determined by using the following equation:
The revised density of the embankment filling above the pile caps ρ_{fr} and the embankment soil between piles ρ_{fdr} can be revised by using equations (6) and (7), respectively:where ρ_{f} is that design density of embankment soil, ρ_{fd} is that design density of embankment soil between piles, P_{u} is that load above the top of pile cap within the shared area of single pile, m is that area replacement rate of piles, u_{p} is that perimeter of pile, τ is that friction force of soil between piles (negative friction force is taken as negative value), D is that pile spacing, and is that gravity acceleration.
The revised soil density in the reinforced area ρ_{sr} should be calculated according to
When pipe piles do not penetrate the soft soil layer, the revised density of the soil at the pile end area ρ_{sr} shall be calculated by using the following equation:where ρ_{s} is the design density of soil between piles; Q_{pk} is the standard value of total ultimate pile end resistance; and T_{e} is the thickness of the pile end area, which can be taken as 0.5–1.0 m.
Cohesion c and undrained shear strength of soil between piles C_{u} can be revised according to equations (10) and (11), respectively. The internal friction angle φ of soil between piles need not be revised because the quality of soil between piles is constant.where c_{r} is the revised cohesion and C_{ur} is the revised undrained shear strength.
The comparison among the safety factors calculated by the four aforementioned methods is shown in Table 4. The results of the revised density method can conform to the actual situation of this project remarkably, whereas the calculation results of the three other methods specified in the standards vary slightly from the actual situation, especially the results in Method 1, which are too large, thereby resulting in a huge hidden danger in the design process.

The data of settlements and bending moments on the sliding section and the cracking section are included in Table 5. The maximum bending moment M_{max} of the pipe piles on the checking section is generally larger than the ultimate bending moment M_{u}, because the present standards do not require the calculation of the bending capacity of piles. This design negligence causes the design bending capacity of the pipe pile to be small, thereby making the pipe piles prone to the occurrence of bending fracture under the embankment load, and reduces the overall stability of embankment.

According to the settlement data in Table 5, the settlements of all monitoring sections are larger than the specified value, which will also have a negative impact on embankment stability. The stability checking methods in the existing standards usually overestimate embankment stability, which will lead to larger pile spacing and small designed bearing capacity of single pile in the design process. Thus, in the actual construction, the bearing capacity of the composited foundation could not support the upper load well, and the load shared by the soil between piles becomes too larger to maintain small deformation and hence the occurrence of excessive settlement.
3.2. Influence of Perpendicularity Deviation
In order to study the influence of the perpendicularity deviation, engineers set up the inclinometer into the pipe pile, measured the deviation of pile top to bottom, and obtained the perpendicularity deviation of pipe pile. Figure 7 shows the statistical figure of the perpendicularity deviation of pipe pile obtained from 33 monitoring piles. All perpendicularity deviations exceed 0.5%, which is the allowable value for the prestressed pipe pile, and most of the monitoring values are concentrated in 0.5%–3.5%, indicating that the excessive perpendicularity deviation is a nonnegligible factor of embankment diseases.
The influences of perpendicularity deviation on pipe piles are mainly manifested in two aspects: overturning and bending stability. We can analyze the influences based on the bearing capacity of single pile. Figure 8 shows the value of the ultimate bearing capacity of single pile Q_{uk}. When analyzing the influence of perpendicularity deviation on the overturning stability, we need to make the following assumption: the soil between piles is considered soft soil, and when piles overturn, the pipe piles are subjected to the active earth pressure ρ_{a} from one side soil and the passive earth pressure ρ_{p} from the other side (Figure 9).
According to the moment balance condition of piles (equation (12)), we can enable equation (13) to calculate the vertical load on the pile top controlled by the overturning stability of the pile ().where P_{p} is vertical load on the pile top, is the vertical load on the pile top controlled by the overturning stability of the pile, L is the pile length, i is the perpendicularity deviation, C_{u} is the undrained shear strength of the soft soil, and d is the pile diameter.
In this work, i_{max} = 6.5%, L_{min} = 15 m, Cu_{min} = 7.3 kPa, and d = 0.3 m. Thus, we can calculate P_{p}^{’} = 1010.8 kN, which is the minimum value of the vertical load on the pile tops that makes the pipe pile overturn. According to the revised density method, P_{p} is the minimum of F_{s}P_{pa} and Q_{uk}. Therefore, P_{p} < Q_{uk}. Figure 8 shows that is less than Q_{uk}; that is, < P_{p}. Therefore, the impact of the pile’s perpendicularity deviation on the bearing capacity of the single pile will not cause the piles to overturn.
The influence of perpendicularity deviation on bending moment is presented as follows.
Based on equations (14) and (15), we can enable equation. (16) to calculate the vertical load on the pile top controlled by the ultimate bending moment of the pile ; that is, when the load on the pile top exceeds the value of , the bending moment of the pile will reach the maximum value, and the pile will be damaged.
The bending moment of the piles at depth z is as follows:
In this project, i_{max} = 6.5%, L_{min} = 15 m, Cu_{min} = 7.3 kPa, d = 0.3 m, and Mu = 37 kN·m (the minimum ultimate bending moment of PHC300A70, from Technical Code for Building Pile Foundations (JGJ942008)). Thus, we can calculate = 391.7 kN by using equation (16), indicating that the maximum pile top load that the pipe pile can bear is 391.7 kN. This value is smaller than that of Q_{uk} in Figure 8. Therefore, perpendicularity deviation could reduce the actual bearing capacity of the single pile and result in the bending failure of the pipe pile under large upper load.
From the aforementioned analysis, we can conclude that the bearing capacity of the single pile may be reduced because of excessive perpendicularity deviation, which leads to the penetration failure at the pile end and affects the stability of embankment. In addition, if the perpendicularity deviation of adjacent pipe piles is in an opposite direction, then the pile spacing will be expanded further, thereby reducing the soil arching effect on the pile top so that considerable embankment load will be transferred to the soil between piles, which will also result in excessive soil load and settlement of foundation among piles.
3.3. Influence of Poor Joint on Pipe Pile
The depth of soft soil bottom at the sliding section is approximately 14 m, and the length of the pile is 1819 m. Each pile consists of two identical prefabricated piles. Thus, the joint of the two piles is located in the middle of the soft soil layer, in which the maximum positive moment of piles is located. In detecting the integrity of piles on the diseased section, the defect locations of piles usually occur near the joint. Figure 10 shows the interior pipepile monitoring result obtained by hole camera technology. Dislocation and water leakage have occurred at the joints of some pipe piles.
The pile concrete on the potential sliding surface is subjected to not only compressive stress but also shear stress parallel to the potential sliding surface. Thus, before the pile exhibits shear failure along the sliding surface, it has been destroyed in other directions under the action of the two aforementioned stresses. Therefore, Miao et al. [21] defined shear strength to analyze the failure mechanism of concrete piles more reasonably, and the occurrence of shear strength can be calculated by two criterions, maximum tensile stress criterion and Mohr–Coulomb criterion. When the shear stress of the concrete pile on the potential sliding surface is larger than the shear strength determined by maximum tensile stress criterion, the concrete pile exhibits tensile failure along direction β. When the shear stress of the concrete pile on the potential sliding surface is larger than that determined by the Mohr–Coulomb criterion, the concrete of the pile shaft shears along direction ψ. Figure 11 demonstrates the relationship of the three aforementioned directions in piles.
The shear and tensile failure surfaces of concrete pile are similar to the No. 2 or even No. 3 group of joint surfaces in rock. The shear strength on potential sliding surface will not be affected as long as their directions are different from the sliding surface. Embankment does not move and slide even if the piles have broken because the actual fracture surface of the concrete pile is inconsistent with the direction of the potential sliding surface. However, the potential failure surface affects the distribution of the bending moment on the pile when the cracks penetrate the entire pile. It also influences the vertical bearing capacity of the single pile when the title angle of the failure surface in the pile is larger than its internal friction angle.
Therefore, although the poor joint in the pipe pile is not the main factor that causes embankment diseases, it reduces the bending bearing capacity of pipe pile and causes the pipe pile to be prone to bending failure.
4. Remediation Measures and Effect Analysis
4.1. Remediation Measures
After embankment slid, plenty of reinforcement measures were applied to the sliding and other sections. Engineering monitoring was also valued during and after construction. This paper mainly introduces and analyzes the reinforcement measures on the sliding and cracking sections. The cross sections and plans of reinforcement measures at the two sections are shown in Figure 12.
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4.1.1. Cracking Section
Add piles after drilling holes (APDHs) were applied for the reinforcement of the diseased composite foundation. However, we need to unload 2 m thickness embankment soil first. The add piles adopted PHC400A95; the length and pile spacing are 24 m and 2.8 m, respectively. The pile end must be closed to make it a fully squeezed pile. After determining the locations of the old pipe piles, long spiral rod must be used to drill holes to the bottom of the gravel cushion at the center of the four adjacent original piles. Then, the add piles were drilled in the drilled holes. Finally, the microexpansion concrete C20 filled the top of the embankment. Figures 12(a) and 12(c) present the cross section and plan of remediation measures in the cracking section.
4.1.2. Sliding Section
Reconstructed pipe piles, plastic drainage plates, and loading berms were applied to reinforce this section. First, the damaged and inclined pipe piles were cleared after moving the remaining soil above the original supporting plate. Second, a 30 cm working cushion was laid, and plastic drainage plates were constructed. Third, the reconstructed pipe piles were laid down among the original pile caps, and 50 cm gravel cushion was placed above the pile caps. The spacing of the reconstructed pipe piles is similar to that of the original pile, and their length is 23 m. Finally, the loading berm was set on both sides of the new embankment. Figures 12(b) and 12(d) show the cross section and plan of remediation measures in the sliding section.
4.2. Monitoring Scheme
During the construction of remediation measures, meaningful monitoring actions, including excess pore water pressure, subgrade settlement, and horizontal displacement, have been applied to the remediated embankment to analyze the remedy effect [22].
The excess pore water pressure could be monitored by the pore water pressure gauges. Six pore water pressure gauges are buried in the both sides of the foundation. One side has three gauges buried in different depths (cracking section: 6 m, 9 m, and 12 m; sliding section: 9 m, 11 m, and 12.5 m). Subgrade settlement could be monitored by the settlement plate and settlement monitor mark. Three settlement plates or settlement monitoring marks are placed in the center of the embankment and the left and right shoulders. Two inclinometers are buried at the foot of the embankment to monitor the horizontal displacement data. Figure 13 shows the schematic of the monitoring section in two remedial sections. The left part refers to the sliding section while the right part corresponds to the cracking section.
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4.3. Reinforcement Effect in Cracking Section
In the cracking section, the monitoring data of section K63 + 500 are taken as examples to analyze the reinforcement effect, and the results of other sections are similar to that of section K63 + 500.
Excess pore water pressure P_{w} is an important factor that should be considered in the design and construction of pipepile composite foundation. The soil will be remolded partially in the 12 times of the area of the pile diameter when the piles were drilled. Thus, the pore water pressure subjected by soil may reach or even exceed the overlying pressure. Figure 14 shows the variation curves of pore water pressure with filling load in section K63 + 500 since the construction of the reconstructed piles. During the construction of the reconstructed piles, the composite foundation produced large excess pore water pressure in a short time because of the fast construction speed of piles and concomitant soil squeezing effect. After the completion of pipepile construction, the pore water pressure began to dissipate gradually, but the deepest pressure dissipated most slowly because this measuring point is located at the bottom of the silt layer with low permeability. During the construction of embankment, the pore water pressure has changed slightly, showing that the pore water pressure in the pipepile composite foundation is basically stable under small embankment load. This finding proves that the bearing capacity of the new pipepile composite foundation is better, the load of soil between piles is smaller, and the embankment is more stable than before. Therefore, continuous filling with small load can also ensure the stability of the embankment when the external construction conditions are suitable.
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The settlements should be observed dynamically during the construction of the expressway on soft soil foundation. According to the observation data, engineers can adjust the embankment filling rate and predict the later settlement rate and the overall stability of embankment. Figure 15 shows the variation curve of cumulative settlement with filling load since the construction of APDHs. The soil squeezing effect causes the ground to uplift greatly because of the construction of APDHs. During embankment filling, the settlement of the foundation gradually increases, but the settlement rate gradually decreases until it becomes basically stable. The comparison of the settlements before and after reinforcement shows that the settlement of foundation can be reduced effectively by the reinforcement of APDHs.
With the development of foundation settlements, the embankment stress is redistributed, and the soil arching effect is affected. The horizontal, vertical, and shear stresses near the toe of the slope will increase. The horizontal displacements and additional settlements will appear with the development of embankment plastic zone, and the embankment instability will appear and develop further, unless the timely monitoring was not carried out. Figure 16 shows the cumulative horizontal displacement curve of section K63 + 500 in different construction stages, and Figure 17 shows the variation of the maximum horizontal displacement with filling load in the left section K63 + 500.
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In Figure 16, the horizontal displacement increased evidently when the APDHs are constructed, which proves the soil squeezing effect. Thereafter, the horizontal displacement has a slight rebound because of the dissipation of pore water pressure after the completion of APDH construction. With the completion of embankment and pavement, the horizontal displacement gradually stabilized because the pore water pressure value is basically stable, and the deformation and movement of soil skeleton particles have been completed. In Figure 17, the maximum cumulative lateral displacement has a significant increase before the embankment was built, that is, the period of the construction of APDHs. However, during the embankment filling, the maximum cumulative lateral displacement remains stable despite the increase in filling height, indicating that the use of APDHs to reinforce failure foundation can improve the bearing capacity of foundation and constrain the development of lateral displacement. However, from the construction standpoint, we need to pay more attention to the soil squeezing effect and the construction rate of APDHs and avoid the occurrence of foundation instability.
4.4. Reinforcement Effect in Sliding Section
In the sliding section, we take the monitoring data of section K64 + 080 as the analytical section to evaluate the reinforcement effect.
Figure 18 shows the variation curves of pore water pressure with filling load for the left embankment in section K64 + 080. The variation of pore water pressure during the construction of the pipe pile is similar to that in section K63 + 500. In the monitoring time of 35 days, the pore water pressure increased slightly due to the fast embankment filling rate, and the excess pore water pressure gradually stabilized when the embankment construction was completed. Therefore, during embankment construction, controlling the construction rate of the pipe piles and embankment in a reasonable range is necessary to avoid producing excessive excess pore water pressure in a short period of time.
Figure 19 shows the variation curves of cumulative settlement with filling load in section K64 + 080. The final settlements are within a reasonable range, and the main settlements of embankment occur in the embankment filling period because a fast embankment filling rate results in a rapid settlement rate. After the completion of embankment filling, the settlements began to converge and gradually tend to stabilize. Therefore, reasonable filling rate can decrease the settlement rate and maintain the stability of the embankment.
Figure 20 shows the variation of cumulative horizontal displacement of section K64 + 080 in different construction stages, and Figure 21 shows the variation of cumulative displacement with filling load in the left section of K64 + 080. Figure 20 shows that horizontal displacement mainly occurred during embankment filling, and evident turning was observed at the foundation depth of 4 m, both sides of section K64 + 080, small horizontal displacements in the lower part, and large horizontal displacements in the upper part. The reason is that the overburden pressure has a certain offset influence on the soil squeezing effect. After embankment filling, the horizontal displacement increased because the reconstructed pipe piles are used to fix the collapsed embankment, and the horizontal displacement of soil is changed by the soil squeezing effect of the pipe piles. With embankment filling and surface construction, the shallow horizontal displacement increased, but the deep horizontal displacement bounced back because the influence of embankment load on the horizontal displacement is mainly concentrated in the shallow foundation. However, it has minimal influence on deep foundation, because the soil squeezing effect of the pipe pile gradually dissipates, and the deep horizontal displacement has a certain degree of rebound. From the point of value, all horizontal displacement values are within the allowable limits of the standards. After the construction of cementstabilized layer was completed, the horizontal displacement has stabilized. In Figure 21, although the change rate of the maximum cumulative horizontal displacement is fast, it had shown convergence tendency after the completion of embankment filling. Therefore, the reconstructed pipe pile has a significant effect on limiting the horizontal displacement of the foundation.
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5. Conclusion
The causes of sliding and cracking of embankment on the rigid columnimproved soft soil were observed, the remediation measures were presented, and the reinforcement effect of the failed embankment was analyzed in this paper based on the actual problems in the construction of Xintai Expressway South Extension Project. The following conclusions can be drawn:(1)The design pile spacing is too large, and the design bearing capacity of single pile is low due to the large safety factor of the embankment stability on rigid columnimproved soft soil calculated by the existing code method, resulting in more loading shared by subsoil between piles, large settlement and displacement of foundation, and bending and fracture of some rigid column.(2)The revised density method can be used to check the stability of flow sliding instead of the methods specified in the present codes. In addition, the bending moment of piles should also be checked to avoid the actual maximum bending moment from being larger than the design value.(3)The perpendicularity deviation and joint quality of pipe piles, which may decrease the bearing capacity of single pile and lead to the bending failure of piles, should be emphasized.(4)Excessive fill thickness that blows the pile caps causes the excessive load imposed on the soft subsoil between piles, thereby resulting in the excessive settlement of the foundation. Therefore, the elevation of pile caps and the fill thickness below the pile caps should be controlled in a reasonable range at the construction stage. If necessary, light embankment fillers (e.g., fly ash and foam polystyrene (EPS)) can be used to reduce the additional stress in the foundation.(5)The reconstruction of additional piles in the sliding section and APDHs in the cracking section can reduce the postconstruction settlements and horizontal displacements effectively. Such findings have been validated by the measured excess pore water pressure, subgrade settlement, and horizontal displacement. However, the soil squeezing effect accompanied along with the pile construction has adverse impact on embankment stability. Thus, a reasonable construction rate of piles should be selected to diminish this impact.
Data Availability
The data used to support the findings of this study are available from the corresponding author upon request.
Conflicts of Interest
The authors declare that there are no conflicts of interest regarding the publication of this paper.
Acknowledgments
This study was supported by the National Natural Science Foundation of China (51208517; 51778634) and Hunan Provincial Natural Science Foundation of China (2019JJ40344). The authors are grateful to Professor Jifu Liu at Guangdong Province Communication Planning and Design Institute Co., Ltd., for his help in providing the systemic project information and data.
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Copyright © 2020 Shaofu Gu et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.