# Comparative Study on Triaxial Test of Undisturbed and Remolded Loess

Authors: Shuo Zhang; Chunhang Liang; Chao Zheng; Juyun Zhai
Journal: Mathematical Problems in Engineering
 (2022)

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## Abstract

The difference of sample preparation methods will directly lead to the difference of the structure of the sample, and the mechanical response characteristics under external load will be different. Based on the conventional tests such as particle analysis, specific gravity, critical moisture content, and consolidation test of undisturbed loess from Xi’an, this paper focuses on the static triaxial consolidated drained shear and consolidated undrained shear tests on undisturbed and remolded loess. The results show that: (1) the structure has an obvious influence on the stress-strain relationship of the sample, the stress-strain curve of the undisturbed sample is a strain softening curve, and the stress-strain curve of the remolded sample is a weak strain hardening curve; (2) under the same loading conditions, the triaxial shear strength of the undisturbed soil is significantly higher than that of the remolded soil; (3) the change rule of the consolidation ratio of undisturbed and remolded samples is basically the same, but the final consolidation ratio of remolded soil is greater than that of undisturbed soil.


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## Body

## 1. Introduction

The measurement methods of mechanical characteristic parameters of soil are divided into in-situ test and laboratory test [1, 2]. In the in-situ test, the stress state of soil is close to its real stress state. However, its boundary conditions cannot be accurately controlled and cannot reflect the stress-strain relationship of soil in other stress-strain states. But by comparison, the boundary conditions of indoor test are relatively clear and easy to control, and the research results of soil indoor test are quite rich [3–7]. Remarkably, the preparation method of soil sample is an important factor affecting the determination results of soil laboratory test. Soil samples are divided into undisturbed soil samples and remolded soil samples. The original structure of cohesive soil can be well maintained during sampling and sample preparation, so undisturbed soil samples are used comprehensively. For soil samples with less cohesion, the original shape of undisturbed samples cannot be maintained during sampling and sample preparation. Therefore, remolded soil samples are mostly used in laboratory tests.Natural soil forms structural deformation due to the influence of soil deposition history and surrounding environmental changes. Mitchell et al. defined the structure of a soil mass as “tectonic” and “joint,” which shows the arrangement of soil particles and interactions between soil particles [8]. Burland insisted that, like the initial void ratio and stress history, the structure had a significant impact on the mechanical properties of undisturbed soil [9]. Ovalle and Arenaldi-Perisic introduced the behavior of natural diatomite under compression, shear and cyclic loads, and the new opinion of undisturbed high plastic diatomite sludge in Mejillones Bay, Northern Chile [10]. Sousa et al. gave the column test results on large undisturbed samples [11]. Freitas et al. introduced the coefficient of pore expansion to correct the possible differences in measuring the total pore volume under dry or water-saturated conditions [12]. Xu et al. proposed a new method for measuring the preconsolidation pressure of structural loess soil [13]. Aiming at the collapse potential of Gorgan loess, Haeri et al. studied the undisturbed and remolded samples by using the consolidation instrument test [14]. Gao et al. investigated the strength and deformation characteristics of undisturbed unsaturated loess under different moisture content conditions [15]. Chu studied the engineering characteristics of coarse-grained soil, such as strength and deformation [16]. Airey conducted conventional and stress path triaxial tests on cemented carbonate soil obtained from the northwest shelf of Australia and found that the dry density and cementation degree of natural calcareous rock samples vary greatly [17]. Chen et al. systematically studied the mesostructure evolution characteristics of expansive soil and loess under different stress paths, dry wet cycle, immersion expansion, and inundation collapse conditions by using CT triaxial apparatus [18]. Nokande et al. tested different types of soil [19]. Wang et al. studied the different dry densities of undisturbed soil and remolded soil through oedometer test, hydraulic conductivity test, and field emission scanning electron microscope [20]. Jiang et al. studied the effect of structure on secondary compressibility during pressure change [21].Based on the conventional tests such as particle analysis, specific gravity, limit moisture content, and consolidation test of undisturbed loess from Xi’an, we focus on the static triaxial consolidated drained shear and consolidated undrained shear tests of undisturbed and remolded loess. And in order to explore the influence of structure on the results of indoor triaxial test, we analyze the differences between them in the test results of stress-strain relationship, stress path, shear strength index, and consolidation ratio.


## 2. Specimen Preparation and Test Plan

### 2.1. The Location of Sample Collection

Sampling work is carried out at the tunnel face 1 m from the tunnel top and 2 open excavation foundation pits. The sampling depths are 12 m and 13 m, respectively, and both of them are loess soil (2-1-2) samples. The sample collection is shown in Table1. We collect about 30 kg remolded samples and 6 undisturbed samples, including 3 tunnel faces and 3 open excavation foundation pits. All the samples are sealed with plastic film after on-site collection.Table 1
Sample collection.
Sample no.Sample locationSample elevation (m)Sample depth (m)Sample typeSample soil layers and layer numbersD14-01Tunnel face, 1 m from tunnel top371.0012Undisturbed sample, remolded sampleLoess-like soil (2-1-2)D14-02Open cut foundation pit367.0013Undisturbed sample, remolded sampleLoess-like soil (2-1-2)According to the requirements of test contents in Table2, the axial principal stress of triaxial compression test sample is set by the sampling depth. Therefore, the total overburden stress at the sampling point is calculated based on the field sampling depth, overburden type, thickness, and density. The specific calculation results are shown in Table 2.Table 2
Calculation of total stress on specimen.
Sample no.Total stress overlyingDistribution of overlying rock and soil layersThickness (m)Density (g/cm3)Total stress overlying (kPa)D14-01Miscellaneous soil filling1.91.80204Loess-like soil (2-1-1)3.835Loess-like soil (2-1-2)6.31.76D14-02Miscellaneous soil filling1.91.80221Loess-like soil (2-1-1)3.835Loess-like soil (2-1-2)7.31.76


### 2.2. Determination of Test Scheme

Considering the test content requirements in Table3, firstly the triaxial compression test sample shall be subject to K0 consolidation, and the K0 shall be determined based on the survey report. Secondly, the consolidation test results shall be sorted out with basic physical property parameters. The test scheme is shown in Table 3.Table 3
General test scheme table.
Test no.Test nameTest content1Testing of the basic physical properties of soilMoisture content, density, limit moisture content, particle analysis, and consolidation test2Three-axis compression test (TC)Stress-strain relationship, consolidation ratio, and stress path


## 2.1. The Location of Sample Collection

Sampling work is carried out at the tunnel face 1 m from the tunnel top and 2 open excavation foundation pits. The sampling depths are 12 m and 13 m, respectively, and both of them are loess soil (2-1-2) samples. The sample collection is shown in Table1. We collect about 30 kg remolded samples and 6 undisturbed samples, including 3 tunnel faces and 3 open excavation foundation pits. All the samples are sealed with plastic film after on-site collection.Table 1
Sample collection.
Sample no.Sample locationSample elevation (m)Sample depth (m)Sample typeSample soil layers and layer numbersD14-01Tunnel face, 1 m from tunnel top371.0012Undisturbed sample, remolded sampleLoess-like soil (2-1-2)D14-02Open cut foundation pit367.0013Undisturbed sample, remolded sampleLoess-like soil (2-1-2)According to the requirements of test contents in Table2, the axial principal stress of triaxial compression test sample is set by the sampling depth. Therefore, the total overburden stress at the sampling point is calculated based on the field sampling depth, overburden type, thickness, and density. The specific calculation results are shown in Table 2.Table 2
Calculation of total stress on specimen.
Sample no.Total stress overlyingDistribution of overlying rock and soil layersThickness (m)Density (g/cm3)Total stress overlying (kPa)D14-01Miscellaneous soil filling1.91.80204Loess-like soil (2-1-1)3.835Loess-like soil (2-1-2)6.31.76D14-02Miscellaneous soil filling1.91.80221Loess-like soil (2-1-1)3.835Loess-like soil (2-1-2)7.31.76


## 2.2. Determination of Test Scheme

Considering the test content requirements in Table3, firstly the triaxial compression test sample shall be subject to K0 consolidation, and the K0 shall be determined based on the survey report. Secondly, the consolidation test results shall be sorted out with basic physical property parameters. The test scheme is shown in Table 3.Table 3
General test scheme table.
Test no.Test nameTest content1Testing of the basic physical properties of soilMoisture content, density, limit moisture content, particle analysis, and consolidation test2Three-axis compression test (TC)Stress-strain relationship, consolidation ratio, and stress path


## 3. Basic Physical Property Test

### 3.1. Water Content Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the moisture content of this test adopts the drying method, and the temperature is 105°C, and the weighing accuracy is 0.01 g. The test results are shown in Table4. The parallel difference of water content of sample D14-01 is 0.26%, less than 1.0%, which meets the specification requirements. The parallel difference of moisture content of sample D14-02 is 0.38%, less than 1.0%, which meets the specification requirements.Table 4
Water content test record.
Sample no.Box no.Box quality (g)Box humidified soil quality (g)Box plus dry soil mass (g)Moisture quality (g)Dry soil quality md (g)Moisture contentω (%)Average moisture contentω¯ (%)D14-01A0613.5033.8430.473.3716.9719.8619.73A1513.1129.2226.582.6413.4719.6D14-02A0913.2424.8222.792.039.5521.2621.07A1713.3425.3823.32.089.9620.88


### 3.2. Density Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the ring knife method is adopted in this test, and the weighing accuracy is 0.01 g. The test results are shown in Table5. The density parallel difference of sample D14-01 is 0.01 g/cm3, and the density parallel difference of sample D14-02 is 0.01 g/cm3, less than 0.03 g/cm3, which all meet the specification requirements.Table 5
Density test record (ring knife method).
Sample no.Ring knife volume (cm3)Ring knife quality (g)Ring knife humidifies soil quality (g)Wet soil quality (g)Wet densityρ (g/cm3)Water contentω (%)Dry densityρd (g/cm3)Average dry densityρd¯ (g/cm3)D14-016044.62150.16105.41.7619.7337376043.08148.86105.781.7519.7336D14-026043.95159.04115.091.9221.0739396044.62160.35115.731.9321.0739


### 3.3. Limit Moisture Content Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the liquid plastic limit combined tester method is adopted in the limit moisture content of this test, and the moisture content adopts the drying method. In addition, the drying temperature is 105°C, and the weighing accuracy is 0.01 g. The test results are shown in Table6.Table 6
Density test record (ring knife method).
Sample no.Depth of cone sinkingh (mm)Box no.Wet soil qualitym0 (g)Drying soil qualitymd (g)Water contentω (%)Liquid limitsωL (%)Plastic limitωP (%)Plasticity indexIPD14-013.6A0210.308.4521.8930.417.013.48.1A1714.3411.2527.4713.0A151378.6833.29D14-024.3A1914.5211.8322.753216.215.18.6A168.876.9028.5513.3A1214.3310.6434.61


### 3.4. Particle Analysis Tests

The better size 2,600 laser particle size analyzer (wet method) is used for particle size analysis in this experiment. The analysis results are shown in Figure1. The particle compositions and contents of sample D14-01 and sample D14-02 are shown in Table 7.Figure 1
Particle analysis curve.Table 7
Fractions and contents.
No.Granules and content (%)SandPowder grainsSticky particlesD14-010.3475.3124.35D14-020.6177.4821.91


### 3.5. Consolidation Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the standard consolidation test is adopted for the consolidation test of undisturbed samples, and the deformation measurement accuracy is 0.01 mm. The specific test scheme is shown in Table8.Table 8
Consolidation test scheme.
Sample no.Sample no.Test no.Pressurized rating (kPa)D14-01UndisturbedCT-0112.5, 25, 50, 100, 200, 400, 800, 1,600, 3,200D14-02UndisturbedT-02The undisturbed specimen has a diameter of 61.8 mm and a height of 20 mm. The test instrument is WG (GDG-4S) horizontal bar consolidation instrument (triple high pressure). The stability standard is based on 24 hours of consolidation under each level of pressure or the hourly change of sample deformation shall not be greater than 0.01 mm. Figures2 and 3 are e-lgp curves of CT-01 and CT-02 consolidation tests of undisturbed samples, respectively. It is calculated that the compression modulus Es1-2 of undisturbed sample CT-01 of sample D14-01 is 8.91 MPa and the compression coefficient a1-2 is 0.2 MPa−1. It belongs to medium compressible soil. The early consolidation pressure PC is 288.4 kPa determined by the CASA grant graphical method. The compression modulus Es1-2 of undisturbed sample CT-02 of sample D14-02 is 9.18 MPa and the compression coefficient is 0.18 MPa−1. It belongs to medium compressible soil, and its preconsolidation pressure PC is 302.0 kPa determined by the CASA grant graphical method.Figure 2
e-lgp curve of CT-01 of intact sample.Figure 3
e-lgp curve of CT-02 of intact sample.


## 3.1. Water Content Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the moisture content of this test adopts the drying method, and the temperature is 105°C, and the weighing accuracy is 0.01 g. The test results are shown in Table4. The parallel difference of water content of sample D14-01 is 0.26%, less than 1.0%, which meets the specification requirements. The parallel difference of moisture content of sample D14-02 is 0.38%, less than 1.0%, which meets the specification requirements.Table 4
Water content test record.
Sample no.Box no.Box quality (g)Box humidified soil quality (g)Box plus dry soil mass (g)Moisture quality (g)Dry soil quality md (g)Moisture contentω (%)Average moisture contentω¯ (%)D14-01A0613.5033.8430.473.3716.9719.8619.73A1513.1129.2226.582.6413.4719.6D14-02A0913.2424.8222.792.039.5521.2621.07A1713.3425.3823.32.089.9620.88


## 3.2. Density Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the ring knife method is adopted in this test, and the weighing accuracy is 0.01 g. The test results are shown in Table5. The density parallel difference of sample D14-01 is 0.01 g/cm3, and the density parallel difference of sample D14-02 is 0.01 g/cm3, less than 0.03 g/cm3, which all meet the specification requirements.Table 5
Density test record (ring knife method).
Sample no.Ring knife volume (cm3)Ring knife quality (g)Ring knife humidifies soil quality (g)Wet soil quality (g)Wet densityρ (g/cm3)Water contentω (%)Dry densityρd (g/cm3)Average dry densityρd¯ (g/cm3)D14-016044.62150.16105.41.7619.7337376043.08148.86105.781.7519.7336D14-026043.95159.04115.091.9221.0739396044.62160.35115.731.9321.0739


## 3.3. Limit Moisture Content Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the liquid plastic limit combined tester method is adopted in the limit moisture content of this test, and the moisture content adopts the drying method. In addition, the drying temperature is 105°C, and the weighing accuracy is 0.01 g. The test results are shown in Table6.Table 6
Density test record (ring knife method).
Sample no.Depth of cone sinkingh (mm)Box no.Wet soil qualitym0 (g)Drying soil qualitymd (g)Water contentω (%)Liquid limitsωL (%)Plastic limitωP (%)Plasticity indexIPD14-013.6A0210.308.4521.8930.417.013.48.1A1714.3411.2527.4713.0A151378.6833.29D14-024.3A1914.5211.8322.753216.215.18.6A168.876.9028.5513.3A1214.3310.6434.61


## 3.4. Particle Analysis Tests

The better size 2,600 laser particle size analyzer (wet method) is used for particle size analysis in this experiment. The analysis results are shown in Figure1. The particle compositions and contents of sample D14-01 and sample D14-02 are shown in Table 7.Figure 1
Particle analysis curve.Table 7
Fractions and contents.
No.Granules and content (%)SandPowder grainsSticky particlesD14-010.3475.3124.35D14-020.6177.4821.91


## 3.5. Consolidation Test

According to the standard for geotechnical test methods (GB/T 50123-2019), the standard consolidation test is adopted for the consolidation test of undisturbed samples, and the deformation measurement accuracy is 0.01 mm. The specific test scheme is shown in Table8.Table 8
Consolidation test scheme.
Sample no.Sample no.Test no.Pressurized rating (kPa)D14-01UndisturbedCT-0112.5, 25, 50, 100, 200, 400, 800, 1,600, 3,200D14-02UndisturbedT-02The undisturbed specimen has a diameter of 61.8 mm and a height of 20 mm. The test instrument is WG (GDG-4S) horizontal bar consolidation instrument (triple high pressure). The stability standard is based on 24 hours of consolidation under each level of pressure or the hourly change of sample deformation shall not be greater than 0.01 mm. Figures2 and 3 are e-lgp curves of CT-01 and CT-02 consolidation tests of undisturbed samples, respectively. It is calculated that the compression modulus Es1-2 of undisturbed sample CT-01 of sample D14-01 is 8.91 MPa and the compression coefficient a1-2 is 0.2 MPa−1. It belongs to medium compressible soil. The early consolidation pressure PC is 288.4 kPa determined by the CASA grant graphical method. The compression modulus Es1-2 of undisturbed sample CT-02 of sample D14-02 is 9.18 MPa and the compression coefficient is 0.18 MPa−1. It belongs to medium compressible soil, and its preconsolidation pressure PC is 302.0 kPa determined by the CASA grant graphical method.Figure 2
e-lgp curve of CT-01 of intact sample.Figure 3
e-lgp curve of CT-02 of intact sample.


## 4. Three-Axis Compression Nondrainage Test

### 4.1. Pilot Protocol

According to the test requirements, the triaxial compression tests of undisturbed and remolded samples are carried out. The specific test scheme is shown in Table9.Table 9
Scheme of triaxial compression test.
Sample no.Sample typeTest no.Axial stressσ1 (kPa)Confining pressureσ3 (kPa)Consolidation ratioK0NoteD14-01UndisturbedTC-01204880.43Consolidation ratio depends on the survey reportRemoldedTC-02204880.43D14-02UndisturbedTC-032731140.42RemoldedTC-042731140.42


### 4.2. Specimen Preparation and Test Instruments

The diameter of undisturbed and remolded specimens is 39.1 mm and the height is 80 mm. The remolded sample shall be prepared by controlling the dry density (dry density of undisturbed sample), and the prepared sample shall be placed in the petri dish for more than 48 hours.The test instrument is a SLB-1A stress-strain controlled triaxial creep instrument. As shown in Figure4, the test instrument consists of shear system, pressurization system, and data acquisition system from sitting to right. The set shear rate is 0.2 kPa/min, the deformation is controlled by 20 mm, and the data recording interval is 0.1 mm.Figure 4
SLB-1A stress-strain controlled triaxial creep tester.


### 4.3. Test Results of D14-01 Triaxial Consolidated Undrained Shear Test

#### 4.3.1. Stress-Strain Relationship

In our test, the lateral stress is controlled to decrease gradually, the axial stress is increased gradually, and the average principal stress is kept unchanged. Figures5 and 6 are the stress-strain curves of the triaxial test of axial loading and lateral unloading of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02 after K0 consolidation (consolidation ratio is 0.43). As illustrated in Figures 6 and 7, the stress-strain curves of undisturbed sample TC-01 and remolded sample TC-02 are strain softening curves. When the strain exceeds 1.8%, the strain of undisturbed sample TC-01 begins to increase. When the strain exceeds 15%, the effective principal stress difference decreases from 241.7 kPa to 159.7 kPa (the strain is 20.3%), with an obvious steep drop process. When the strain exceeds 1.0%, the stress of remolded sample TC-02 begins to increase, the increase range is small, and remains at about 185kpa. When the strain exceeds 12%, the effective principal stress difference decreases to 177.7 kPa (the strain is 17.93%), and there is no obvious steep drop process. To sum up, the undisturbed sample shows an obvious structure.Figure 5
Stress strain relationship of undisturbed sample TC-01.Figure 6
Stress strain relationship of TC-02 remolded sample.Figure 7
Test stress path of undisturbed sample TC-01.


#### 4.3.2. Effective Stress Path

Figures7 and 8 are the test effective stress path p’-q’ curves of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. The change law of the effective stress path curve of the undisturbed sample TC-01 and the remolded sample TC-02 is the same, and the curve remains at the line with the average effective principal stress of 146 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. While the sample is damaged, the average effective principal stress difference of undisturbed sample TC-01 is 120.85 kPa and that of remolded sample TC-02 is 92.6 kPa.Figure 8
Stress path of remolded sample TC-01.


#### 4.3.3. Consolidation RatioK0

Figures9 and 10 show the change curves of consolidation ratio during the test shear of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. It can be seen from the figure that from the initial state, the consolidation ratio K0 is 0.43, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-01 is about 0.10 and that of remolded sample TC-02 is about 0.21.Figure 9
Variation curve of TC-01 consolidation ratioK0 of undisturbed sample.Figure 10
Variation curve of TC-02 consolidation ratioK0 of remolded sample.


### 4.4. Test Results of D14-02 Triaxial Consolidated Undrained Shear Test

#### 4.4.1. Stress-Strain Relationship

Figures11 and12 show the stress-strain relationship curves of axial loading and lateral unloading triaxial test of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04 after K0 consolidation (consolidation ratio is 0.42). It can be seen from the figure that the stress-strain curves of undisturbed sample TC-03 are strain softening curves, and the stress-strain curves of remolded sample TC-04 are weak strain hardening curves. When the strain exceeds 0.5%, the strain of the undisturbed sample TC-03 begins to increase, and the effective principal stress difference quickly reaches the peak value of 314.2 kPa. When the strain exceeds 4%, the effective principal stress difference begins to decrease to 266.3 kPa (the strain is 13.0%), with an obvious steep drop process, and then increases. When the strain exceeds 0.3%, the strain of remolded sample TC-04 begins to increase, and the corresponding stress increases little, which maintains at about 225.0 kPa, without obvious steep drop process. The undisturbed sample shows the structure clearly.Figure 11
Stress strain relationship of undisturbed sample TC-01.Figure 12
Stress strain relationship of TC-02 remolded sample.


#### 4.4.2. Effective Stress Path

Figures13 and 14 are the test effective stress path p’-q’ curves of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As is shown in the figure, the change law of the effective stress path curve of the undisturbed sample TC-03 and the remolded sample TC-04 is basically the same, and the curve remains at the line with the average effective principal stress of 193.5 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. When the sample is damaged, the average effective principal stress difference of undisturbed sample TC-03 is 158.2 kPa, and the average effective principal stress difference of remolded sample TC-04 is 113.4 kPa.Figure 13
Stress path of undisturbed sample TC-03.Figure 14
Stress path of remolded sample TC-04.


#### 4.4.3. Consolidation RatioK0

Figures15 and 16 are the change curves of consolidation ratio during test shear of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As the graphs show, the consolidation ratio K0 is 0.42 in the initial state, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-03 is about 0.10 and that of remolded sample TC-04 is about 0.25.Figure 15
Variation curve of TC-03 consolidation ratioK0 of undisturbed sample.Figure 16
Variation curve of TC-04 consolidation ratioK0 of remolded sample.


## 4.1. Pilot Protocol

According to the test requirements, the triaxial compression tests of undisturbed and remolded samples are carried out. The specific test scheme is shown in Table9.Table 9
Scheme of triaxial compression test.
Sample no.Sample typeTest no.Axial stressσ1 (kPa)Confining pressureσ3 (kPa)Consolidation ratioK0NoteD14-01UndisturbedTC-01204880.43Consolidation ratio depends on the survey reportRemoldedTC-02204880.43D14-02UndisturbedTC-032731140.42RemoldedTC-042731140.42


## 4.2. Specimen Preparation and Test Instruments

The diameter of undisturbed and remolded specimens is 39.1 mm and the height is 80 mm. The remolded sample shall be prepared by controlling the dry density (dry density of undisturbed sample), and the prepared sample shall be placed in the petri dish for more than 48 hours.The test instrument is a SLB-1A stress-strain controlled triaxial creep instrument. As shown in Figure4, the test instrument consists of shear system, pressurization system, and data acquisition system from sitting to right. The set shear rate is 0.2 kPa/min, the deformation is controlled by 20 mm, and the data recording interval is 0.1 mm.Figure 4
SLB-1A stress-strain controlled triaxial creep tester.


## 4.3. Test Results of D14-01 Triaxial Consolidated Undrained Shear Test

### 4.3.1. Stress-Strain Relationship

In our test, the lateral stress is controlled to decrease gradually, the axial stress is increased gradually, and the average principal stress is kept unchanged. Figures5 and 6 are the stress-strain curves of the triaxial test of axial loading and lateral unloading of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02 after K0 consolidation (consolidation ratio is 0.43). As illustrated in Figures 6 and 7, the stress-strain curves of undisturbed sample TC-01 and remolded sample TC-02 are strain softening curves. When the strain exceeds 1.8%, the strain of undisturbed sample TC-01 begins to increase. When the strain exceeds 15%, the effective principal stress difference decreases from 241.7 kPa to 159.7 kPa (the strain is 20.3%), with an obvious steep drop process. When the strain exceeds 1.0%, the stress of remolded sample TC-02 begins to increase, the increase range is small, and remains at about 185kpa. When the strain exceeds 12%, the effective principal stress difference decreases to 177.7 kPa (the strain is 17.93%), and there is no obvious steep drop process. To sum up, the undisturbed sample shows an obvious structure.Figure 5
Stress strain relationship of undisturbed sample TC-01.Figure 6
Stress strain relationship of TC-02 remolded sample.Figure 7
Test stress path of undisturbed sample TC-01.


### 4.3.2. Effective Stress Path

Figures7 and 8 are the test effective stress path p’-q’ curves of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. The change law of the effective stress path curve of the undisturbed sample TC-01 and the remolded sample TC-02 is the same, and the curve remains at the line with the average effective principal stress of 146 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. While the sample is damaged, the average effective principal stress difference of undisturbed sample TC-01 is 120.85 kPa and that of remolded sample TC-02 is 92.6 kPa.Figure 8
Stress path of remolded sample TC-01.


### 4.3.3. Consolidation RatioK0

Figures9 and 10 show the change curves of consolidation ratio during the test shear of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. It can be seen from the figure that from the initial state, the consolidation ratio K0 is 0.43, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-01 is about 0.10 and that of remolded sample TC-02 is about 0.21.Figure 9
Variation curve of TC-01 consolidation ratioK0 of undisturbed sample.Figure 10
Variation curve of TC-02 consolidation ratioK0 of remolded sample.


## 4.3.1. Stress-Strain Relationship

In our test, the lateral stress is controlled to decrease gradually, the axial stress is increased gradually, and the average principal stress is kept unchanged. Figures5 and 6 are the stress-strain curves of the triaxial test of axial loading and lateral unloading of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02 after K0 consolidation (consolidation ratio is 0.43). As illustrated in Figures 6 and 7, the stress-strain curves of undisturbed sample TC-01 and remolded sample TC-02 are strain softening curves. When the strain exceeds 1.8%, the strain of undisturbed sample TC-01 begins to increase. When the strain exceeds 15%, the effective principal stress difference decreases from 241.7 kPa to 159.7 kPa (the strain is 20.3%), with an obvious steep drop process. When the strain exceeds 1.0%, the stress of remolded sample TC-02 begins to increase, the increase range is small, and remains at about 185kpa. When the strain exceeds 12%, the effective principal stress difference decreases to 177.7 kPa (the strain is 17.93%), and there is no obvious steep drop process. To sum up, the undisturbed sample shows an obvious structure.Figure 5
Stress strain relationship of undisturbed sample TC-01.Figure 6
Stress strain relationship of TC-02 remolded sample.Figure 7
Test stress path of undisturbed sample TC-01.


## 4.3.2. Effective Stress Path

Figures7 and 8 are the test effective stress path p’-q’ curves of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. The change law of the effective stress path curve of the undisturbed sample TC-01 and the remolded sample TC-02 is the same, and the curve remains at the line with the average effective principal stress of 146 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. While the sample is damaged, the average effective principal stress difference of undisturbed sample TC-01 is 120.85 kPa and that of remolded sample TC-02 is 92.6 kPa.Figure 8
Stress path of remolded sample TC-01.


## 4.3.3. Consolidation RatioK0

Figures9 and 10 show the change curves of consolidation ratio during the test shear of sample D14-01, undisturbed sample TC-01, and remolded sample TC-02, respectively. It can be seen from the figure that from the initial state, the consolidation ratio K0 is 0.43, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-01 is about 0.10 and that of remolded sample TC-02 is about 0.21.Figure 9
Variation curve of TC-01 consolidation ratioK0 of undisturbed sample.Figure 10
Variation curve of TC-02 consolidation ratioK0 of remolded sample.


## 4.4. Test Results of D14-02 Triaxial Consolidated Undrained Shear Test

### 4.4.1. Stress-Strain Relationship

Figures11 and12 show the stress-strain relationship curves of axial loading and lateral unloading triaxial test of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04 after K0 consolidation (consolidation ratio is 0.42). It can be seen from the figure that the stress-strain curves of undisturbed sample TC-03 are strain softening curves, and the stress-strain curves of remolded sample TC-04 are weak strain hardening curves. When the strain exceeds 0.5%, the strain of the undisturbed sample TC-03 begins to increase, and the effective principal stress difference quickly reaches the peak value of 314.2 kPa. When the strain exceeds 4%, the effective principal stress difference begins to decrease to 266.3 kPa (the strain is 13.0%), with an obvious steep drop process, and then increases. When the strain exceeds 0.3%, the strain of remolded sample TC-04 begins to increase, and the corresponding stress increases little, which maintains at about 225.0 kPa, without obvious steep drop process. The undisturbed sample shows the structure clearly.Figure 11
Stress strain relationship of undisturbed sample TC-01.Figure 12
Stress strain relationship of TC-02 remolded sample.


### 4.4.2. Effective Stress Path

Figures13 and 14 are the test effective stress path p’-q’ curves of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As is shown in the figure, the change law of the effective stress path curve of the undisturbed sample TC-03 and the remolded sample TC-04 is basically the same, and the curve remains at the line with the average effective principal stress of 193.5 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. When the sample is damaged, the average effective principal stress difference of undisturbed sample TC-03 is 158.2 kPa, and the average effective principal stress difference of remolded sample TC-04 is 113.4 kPa.Figure 13
Stress path of undisturbed sample TC-03.Figure 14
Stress path of remolded sample TC-04.


### 4.4.3. Consolidation RatioK0

Figures15 and 16 are the change curves of consolidation ratio during test shear of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As the graphs show, the consolidation ratio K0 is 0.42 in the initial state, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-03 is about 0.10 and that of remolded sample TC-04 is about 0.25.Figure 15
Variation curve of TC-03 consolidation ratioK0 of undisturbed sample.Figure 16
Variation curve of TC-04 consolidation ratioK0 of remolded sample.


## 4.4.1. Stress-Strain Relationship

Figures11 and12 show the stress-strain relationship curves of axial loading and lateral unloading triaxial test of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04 after K0 consolidation (consolidation ratio is 0.42). It can be seen from the figure that the stress-strain curves of undisturbed sample TC-03 are strain softening curves, and the stress-strain curves of remolded sample TC-04 are weak strain hardening curves. When the strain exceeds 0.5%, the strain of the undisturbed sample TC-03 begins to increase, and the effective principal stress difference quickly reaches the peak value of 314.2 kPa. When the strain exceeds 4%, the effective principal stress difference begins to decrease to 266.3 kPa (the strain is 13.0%), with an obvious steep drop process, and then increases. When the strain exceeds 0.3%, the strain of remolded sample TC-04 begins to increase, and the corresponding stress increases little, which maintains at about 225.0 kPa, without obvious steep drop process. The undisturbed sample shows the structure clearly.Figure 11
Stress strain relationship of undisturbed sample TC-01.Figure 12
Stress strain relationship of TC-02 remolded sample.


## 4.4.2. Effective Stress Path

Figures13 and 14 are the test effective stress path p’-q’ curves of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As is shown in the figure, the change law of the effective stress path curve of the undisturbed sample TC-03 and the remolded sample TC-04 is basically the same, and the curve remains at the line with the average effective principal stress of 193.5 kPa. After the sample is damaged, the stress path deflects, and the average effective principal stress p’ and the average effective principal stress difference q’ decrease. When the sample is damaged, the average effective principal stress difference of undisturbed sample TC-03 is 158.2 kPa, and the average effective principal stress difference of remolded sample TC-04 is 113.4 kPa.Figure 13
Stress path of undisturbed sample TC-03.Figure 14
Stress path of remolded sample TC-04.


## 4.4.3. Consolidation RatioK0

Figures15 and 16 are the change curves of consolidation ratio during test shear of sample D14-02, undisturbed sample TC-03, and remolded sample TC-04, respectively. As the graphs show, the consolidation ratio K0 is 0.42 in the initial state, which gradually decreases with the strain and remains in a certain value range. The final consolidation ratio K0 of undisturbed sample TC-03 is about 0.10 and that of remolded sample TC-04 is about 0.25.Figure 15
Variation curve of TC-03 consolidation ratioK0 of undisturbed sample.Figure 16
Variation curve of TC-04 consolidation ratioK0 of remolded sample.


## 5. Triaxial Compression Drainage Test

### 5.1. Pilot Protocol

Due to experimental requirements, the effective cohesion c’ and effective internal friction angle of undisturbed and remolded samples are determined according to the test requirementsϕ’. Therefore, we need to make four test schemes, and the effective confining pressure of each group is 100, 200, and 300 kPa. The test scheme is presented comprehensively in Table 10.Table 10
Consolidated drained triaxial test scheme.
Sample no.Sample typeTest no.Effective containment pressure (kPa)D14-01UndisturbedCD01-100100CD01-200200CD01-300300RemoldedCD02-100100CD02-200200CD02-300300D14-02UndisturbedCD03-100100CD03-200200CD03-300300RemoldedCD04-100100CD04-200200CD04-300300


### 5.2. Test Methods

the consolidated drained shear test (CD test) has two stages, and one is consolidation stage and the other is shear stage. In the consolidation stage, constant surrounding pressure is applied to the soil sample to measure the displacement and the dissipation process of pore water pressure. After consolidation, the soil sample is sheared at a constant strain rate under the condition of drainage, and the shear failure resistance of the soil sample is measured.Sample installation: at first, take out the cylindrical sample to be tested (Φ39.1 × 80 mm) and wrap the rubber membrane on the outside of the sample with a membrane bearing cylinder and a suction ball. Secondly, clamp the filter paper and water permeable stone up and down, tie the lower end of the rubber membrane with the base and the upper end with the upper cover with a rubber ring, and install the pressure chamber cover. Then, open the water filling switch, fill the pressure chamber with water, close the upper exhaust valve, seal the pressure chamber, and prepare for the test; Consolidation stage: first, open the operation interface of the test system. Next, set the project number and corresponding ambient pressure (100/200/300 kPa), and sample once in 240 s, which measures both displacement and pore water pressure. And the test termination condition ends when consolidation time is 24 h; shear stage: firstly, open the operation interface of the test system and set both the project number and the corresponding ambient pressure (100/200/300 kPa). And then, set the strain rate to 0.1 mm/min. Finally, measure the parameters including principal stress difference, axial deformation, pore water pressure, and axial deformation, and record the data every 0.1 mm, and test termination condition happens when axial deformation is greater than 20 mm.


### 5.3. Specimen D14-01 Triaxial Consolidated Drainage Shear Test Results

#### 5.3.1. Stress-Strain Relationship

Figures17 and 18 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-01, undisturbed sample, and remolded sample, respectively. As can be seen from the Figures 18 and 19, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 17
Stress strain relationship of TC-01 undisturbed sample.Figure 18
Stress strain relationship of TC-02 remolded sample.Figure 19
(K)f’ line and ϕ′ line of undisturbed sample D14-01.


#### 5.3.2. Shear Strength Parameters

Figures19 and 20 are Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-01. We can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample of sample D14-01 is 71.1 kPa and the effective internal friction angle is 25.3°. The effective cohesion of the remolded sample of sample D14-01 is 28.7 kPa and the effective internal friction angle is 26.8°.Figure 20
(K)f’ line and ϕ′ line of remolded sample D14-01.


### 5.4. Specimen D14-02 Triaxial Consolidated Drainage Shear Test Results

#### 5.4.1. Stress-Strain Relationship

Figures21 and 22 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-02, undisturbed sample, and remolded sample, respectively. As it can be seen, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 21
Stress strain relationship of D14-02 undisturbed sample.Figure 22
Stress strain relationship of D14-02 remolded sample.


#### 5.4.2. Shear Strength Parameters

Figures23 and 24 show Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-02. As shown in the figure, we can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample D14-02 is 80.4 kPa and the effective internal friction angle is 30.9°. The effective cohesion of the remolded sample of sample D14-02 is 14.3 kPa and the effective internal friction angle is 30.7° (Figure 24).Figure 23
(K)f’ line and ϕ′ line of undisturbed sample D14-02.Figure 24
(K)f’ line and ϕ′ line of remolded sample D14-02.


## 5.1. Pilot Protocol

Due to experimental requirements, the effective cohesion c’ and effective internal friction angle of undisturbed and remolded samples are determined according to the test requirementsϕ’. Therefore, we need to make four test schemes, and the effective confining pressure of each group is 100, 200, and 300 kPa. The test scheme is presented comprehensively in Table 10.Table 10
Consolidated drained triaxial test scheme.
Sample no.Sample typeTest no.Effective containment pressure (kPa)D14-01UndisturbedCD01-100100CD01-200200CD01-300300RemoldedCD02-100100CD02-200200CD02-300300D14-02UndisturbedCD03-100100CD03-200200CD03-300300RemoldedCD04-100100CD04-200200CD04-300300


## 5.2. Test Methods

the consolidated drained shear test (CD test) has two stages, and one is consolidation stage and the other is shear stage. In the consolidation stage, constant surrounding pressure is applied to the soil sample to measure the displacement and the dissipation process of pore water pressure. After consolidation, the soil sample is sheared at a constant strain rate under the condition of drainage, and the shear failure resistance of the soil sample is measured.Sample installation: at first, take out the cylindrical sample to be tested (Φ39.1 × 80 mm) and wrap the rubber membrane on the outside of the sample with a membrane bearing cylinder and a suction ball. Secondly, clamp the filter paper and water permeable stone up and down, tie the lower end of the rubber membrane with the base and the upper end with the upper cover with a rubber ring, and install the pressure chamber cover. Then, open the water filling switch, fill the pressure chamber with water, close the upper exhaust valve, seal the pressure chamber, and prepare for the test; Consolidation stage: first, open the operation interface of the test system. Next, set the project number and corresponding ambient pressure (100/200/300 kPa), and sample once in 240 s, which measures both displacement and pore water pressure. And the test termination condition ends when consolidation time is 24 h; shear stage: firstly, open the operation interface of the test system and set both the project number and the corresponding ambient pressure (100/200/300 kPa). And then, set the strain rate to 0.1 mm/min. Finally, measure the parameters including principal stress difference, axial deformation, pore water pressure, and axial deformation, and record the data every 0.1 mm, and test termination condition happens when axial deformation is greater than 20 mm.


## 5.3. Specimen D14-01 Triaxial Consolidated Drainage Shear Test Results

### 5.3.1. Stress-Strain Relationship

Figures17 and 18 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-01, undisturbed sample, and remolded sample, respectively. As can be seen from the Figures 18 and 19, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 17
Stress strain relationship of TC-01 undisturbed sample.Figure 18
Stress strain relationship of TC-02 remolded sample.Figure 19
(K)f’ line and ϕ′ line of undisturbed sample D14-01.


### 5.3.2. Shear Strength Parameters

Figures19 and 20 are Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-01. We can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample of sample D14-01 is 71.1 kPa and the effective internal friction angle is 25.3°. The effective cohesion of the remolded sample of sample D14-01 is 28.7 kPa and the effective internal friction angle is 26.8°.Figure 20
(K)f’ line and ϕ′ line of remolded sample D14-01.


## 5.3.1. Stress-Strain Relationship

Figures17 and 18 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-01, undisturbed sample, and remolded sample, respectively. As can be seen from the Figures 18 and 19, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 17
Stress strain relationship of TC-01 undisturbed sample.Figure 18
Stress strain relationship of TC-02 remolded sample.Figure 19
(K)f’ line and ϕ′ line of undisturbed sample D14-01.


## 5.3.2. Shear Strength Parameters

Figures19 and 20 are Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-01. We can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample of sample D14-01 is 71.1 kPa and the effective internal friction angle is 25.3°. The effective cohesion of the remolded sample of sample D14-01 is 28.7 kPa and the effective internal friction angle is 26.8°.Figure 20
(K)f’ line and ϕ′ line of remolded sample D14-01.


## 5.4. Specimen D14-02 Triaxial Consolidated Drainage Shear Test Results

### 5.4.1. Stress-Strain Relationship

Figures21 and 22 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-02, undisturbed sample, and remolded sample, respectively. As it can be seen, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 21
Stress strain relationship of D14-02 undisturbed sample.Figure 22
Stress strain relationship of D14-02 remolded sample.


### 5.4.2. Shear Strength Parameters

Figures23 and 24 show Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-02. As shown in the figure, we can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample D14-02 is 80.4 kPa and the effective internal friction angle is 30.9°. The effective cohesion of the remolded sample of sample D14-02 is 14.3 kPa and the effective internal friction angle is 30.7° (Figure 24).Figure 23
(K)f’ line and ϕ′ line of undisturbed sample D14-02.Figure 24
(K)f’ line and ϕ′ line of remolded sample D14-02.


## 5.4.1. Stress-Strain Relationship

Figures21 and 22 are the stress-strain curves of triaxial consolidated drained shear test of sample D14-02, undisturbed sample, and remolded sample, respectively. As it can be seen, the stress-strain relationship curve of undisturbed sample is a strain softening curve, and the stress-strain relationship curve of remolded sample is a weak strain hardening curve.Figure 21
Stress strain relationship of D14-02 undisturbed sample.Figure 22
Stress strain relationship of D14-02 remolded sample.


## 5.4.2. Shear Strength Parameters

Figures23 and 24 show Kf’ line and ϕ′ line of undisturbed sample and remolded sample of sample D14-02. As shown in the figure, we can calculate the effective stress intensity index according to the Kf’ line and ϕ′ line. The effective cohesion of the undisturbed sample D14-02 is 80.4 kPa and the effective internal friction angle is 30.9°. The effective cohesion of the remolded sample of sample D14-02 is 14.3 kPa and the effective internal friction angle is 30.7° (Figure 24).Figure 23
(K)f’ line and ϕ′ line of undisturbed sample D14-02.Figure 24
(K)f’ line and ϕ′ line of remolded sample D14-02.


## 6. Conclusion

Firstly, the structure has an obvious influence on the stress-strain relationship of the sample. In the triaxial undrained and drained experiments, the stress-strain relationship curve of the undisturbed sample is a strain softening curve and the stress-strain relationship curve of the remolded sample is a weak strain hardening curve. Secondly, in the same loading conditions, the shear strength of undisturbed soil is significantly higher than that of remolded soil in triaxial undrained and drained experiments. Finally, in the triaxial test of undisturbed and remolded samples, the change law of consolidation ratio is basically the same. The consolidation ratio decreases gradually with the axial strain and finally stabilizes at a fixed value. But the final consolidation ratio of remolded soil is greater than that of undisturbed soil.



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*Source: 6392909-2022-04-11.xml*