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Bearing Capacity Evaluation of Shallow Foundations on Stabilized Layered Soil using ABAQUS Cover

Bearing Capacity Evaluation of Shallow Foundations on Stabilized Layered Soil using ABAQUS

Open Access
|Dec 2022

Figures & Tables

Figure 1

Problem definition. (a) Single layer; (b) thickness of top layer varying at h/B=0.7, 1.225, 1.75, and 2.275; (c) FEM model of footing for aspect ratio (L/B) =1 at h/B=0.7; (d) FEM model of footing for aspect ratio (L/B) =2 at h/B=0.7. h: thickness of the upper layer in two-layered soil; L, B:length and width of footing, respectivelyNote: all dimensions are not to scale.
Problem definition. (a) Single layer; (b) thickness of top layer varying at h/B=0.7, 1.225, 1.75, and 2.275; (c) FEM model of footing for aspect ratio (L/B) =1 at h/B=0.7; (d) FEM model of footing for aspect ratio (L/B) =2 at h/B=0.7. h: thickness of the upper layer in two-layered soil; L, B:length and width of footing, respectivelyNote: all dimensions are not to scale.

Figure 2

Particle size curve for clayey soil and WFS.
Particle size curve for clayey soil and WFS.

Figure 3

Finite element discretization and boundary condition selection of the footing model with L/B=1.
Finite element discretization and boundary condition selection of the footing model with L/B=1.

Figure 4

Finite element discretization and boundary condition selection of the footing model with L/B=2.
Finite element discretization and boundary condition selection of the footing model with L/B=2.

Figure 5

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=0.7 and single-layer sandy soil for L/B=1.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=0.7 and single-layer sandy soil for L/B=1.

Figure 6

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=0.7 and single-layer sandy soil for L/B=2.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=0.7 and single-layer sandy soil for L/B=2.

Figure 7

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.225 and single-layer sandy soil for L/B=1.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.225 and single-layer sandy soil for L/B=1.

Figure 8

(a) Pressure–settlement curves and (b)) bearing capacity values of two-layered soil for all cases at h/B=1.225 and single-layer sandy soil for L/B=2
(a) Pressure–settlement curves and (b)) bearing capacity values of two-layered soil for all cases at h/B=1.225 and single-layer sandy soil for L/B=2

Figure 9

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.75 and of single-layer sandy soil for L/B=1.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.75 and of single-layer sandy soil for L/B=1.

Figure 10

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.75 and of single-layer sandy soil for L/B=2.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=1.75 and of single-layer sandy soil for L/B=2.

Figure 11

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=2.275 and single-layer sandy soil for L/B=1.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=2.275 and single-layer sandy soil for L/B=1.

Figure 12

(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=2.275 and single-layer sandy soil for L/B=2.
(a) Pressure–settlement curves and (b) bearing capacity values of two-layered soil for all cases at h/B=2.275 and single-layer sandy soil for L/B=2.

Figure 13

Variation of numerical and predicted bearing capacity for both footings (L/B= 1, 2).
Variation of numerical and predicted bearing capacity for both footings (L/B= 1, 2).

Figure 14

Displacement contours of case 1 at h/B = 0.7 for L/B=1.
Displacement contours of case 1 at h/B = 0.7 for L/B=1.

Figure 15

Displacement contours of case 8 at h/B = 0.7 for L/B=1.
Displacement contours of case 8 at h/B = 0.7 for L/B=1.

Figure 16

Displacement contours of case 1 at h/B = 0.7 for L/B=2.
Displacement contours of case 1 at h/B = 0.7 for L/B=2.

Figure 17

Displacement contours of case 8 at h/B = 0.7 for L/B=2.
Displacement contours of case 8 at h/B = 0.7 for L/B=2.

Figure 18

Displacement contours of case 1 at h/B = 1.225 for L/B=1.
Displacement contours of case 1 at h/B = 1.225 for L/B=1.

Figure 19

Displacement contours of case 8 at h/B = 1.225 for L/B=1.
Displacement contours of case 8 at h/B = 1.225 for L/B=1.

Figure 20

Displacement contours of case 1 at h/B = 1.225 for L/B=2.
Displacement contours of case 1 at h/B = 1.225 for L/B=2.

Figure 21

Displacement contours of case 8 at h/B = 1.225 for L/B=2.
Displacement contours of case 8 at h/B = 1.225 for L/B=2.

Figure 22

Displacement contours of case 1 at h/B = 1.75 for L/B=1.
Displacement contours of case 1 at h/B = 1.75 for L/B=1.

Figure 23

Displacement contours of case 8 at h/B = 1.75 for L/B=1
Displacement contours of case 8 at h/B = 1.75 for L/B=1

Figure 24

Displacement contours of case 1 at h/B = 1.75 for L/B=2.
Displacement contours of case 1 at h/B = 1.75 for L/B=2.

Figure 25

Displacement contours of case 8 at h/B = 1.75 for L/B=2
Displacement contours of case 8 at h/B = 1.75 for L/B=2

Figure 26

Displacement contours of case 1 at h/B = 2.275 for L/B=1.
Displacement contours of case 1 at h/B = 2.275 for L/B=1.

Figure 27

Displacement contours of case 8 at h/B = 2.275 for L/B=1.
Displacement contours of case 8 at h/B = 2.275 for L/B=1.

Figure 28

Displacement contours of case 1 at h/B = 2.275 for L/B=2.
Displacement contours of case 1 at h/B = 2.275 for L/B=2.

Figure 29

Displacement contours of case 8 at h/B = 2.275 for L/B=2.
Displacement contours of case 8 at h/B = 2.275 for L/B=2.

Chemical properties of molasses used_

ConstituentsResult
ColorBlack
Brix83.2
pH (1:1 at 20°C)5.6
Specific gravity1.39
Viscosity17,500 mPas
Moisture21.76%
Total sugar47.83%
Invert sugar10.20%
Sulfated sugar15.50%
Ca1.63%

Mineral composition of clayey soil_

Mineral compositionContent (%)
Oxygen, O45.4
Silicon, Si18.5
Aluminum, Al8.69
Carbon, C10.9
Iron, Fe1.42
Potassium, K1.86
Magnesium, Mg2.30
Titanium, Ti2.51

Chemical properties of WFS_

Chemical compositionPercentage
SiO284.90
Al2O35.21
Fe2O33.32
CaO0.58
MgO0.67
SO30.29
MnO0.08
TiO20.19
K2O0.97
P2O50.05
Na2O0.50
¬Loss of ignition2.87

Comparison of observed bearing capacity values with Vesic (1973), Hansen (1970), and Terzaghi (1943) calculations_

Type of soilBearing capacity (kPa)
Present studyVesic (1973)Hansen (1970)Terzaghi (1943)
SandL/B=1L/B=2L/B=1L/B=2L/B=1L/B=2L/B=1L/B=2
148133138121.78113.27106.1194.2597.67

Geotechnical properties of WFS_

PropertyValue
Specific gravity2.64
Optimum moisture content8.20%
Maximum dry density1.59 g/cc

Designation and details of type of soil in upper and lower layers under both types of footings in two-layered soils_

DesignationSoil type in upper and lower layers for two-layered soil
Case 1Upper layerUnstabilized clay
Lower layerMedium-dense sand
Case 2Upper layerStabilized clay (C:M:: 90:10)
Lower layerMedium-dense sand
Case 3Upper layerStabilized clay (C:WFS:: 80:20)
Lower layerMedium-dense sand
Case 4Upper layerStabilized clay (C: L:: 91:9)
Lower layerMedium-dense sand
Case 5Upper layerStabilized clay (C:M:WFS:: 80:10:10)
Lower layerMedium-dense sand
Case 6Upper layerStabilized clay (C:M:L:: 84:10:6)
Lower layerMedium-dense sand
Case 7Upper layerStabilized clay (C:WFS:L:: 74:20:6)
Lower layerMedium-dense sand
Case 8Upper layerStabilized clay (C:M:WFS:L:: 67:10:20:3)
Lower layerMedium-dense sand

Chemical composition of lime used_

Chemical compositionContent (%)
SiO22.1
Al2O31.3
Fe2O31.2
CaO82.8
MgO0.3
SO30.4
Na2O0.4
K2O-
TiO2-
C2.2
CaCO34.3
Impurities5.0
¬Loss of ignition at 800°C-

Geotechnical properties of clayey soil_

Soil propertiesValue
Soil typeCH
Liquid limit55%
Plastic limit20%
Plasticity index35%
Specific gravity2.6
Differential free swell index35%
Optimum moisture content16.5%

Material properties of unstabilized/stabilized clayey soil and sandy soil (Mohr–Coulomb model) [23]_

PropertiesCombinations
CC:MC:WFSC:LC:M:WFSC:M:LC:WFS:LC:M:WFS:LS::100
Mass density (γ) (kg/m3)171017901781160618401750173018201615
Modulus of elasticity (E) (MPa)3.25.37.29.610.314.716.218.532.3
Poisson ratio (ν)0.30.30.30.320.330.340.360.380.3
Angle of internal friction (ϕ)14.8617.0619.1121.4323.6225.6427.8529.6835
Cohesion (c) (kPa)21.7719.9219.0817.6116.4315.5914.7813.890.1
DOI: https://doi.org/10.2478/sgem-2022-0026 | Journal eISSN: 2083-831X | Journal ISSN: 0137-6365
Language: English
Page range: 55 - 71
Submitted on: Mar 14, 2022
Accepted on: Nov 15, 2022
Published on: Dec 25, 2022
Published by: Wroclaw University of Science and Technology
In partnership with: Paradigm Publishing Services
Publication frequency: 4 issues per year

© 2022 Avinash Bhardwaj, Ravi Kumar Sharma, published by Wroclaw University of Science and Technology
This work is licensed under the Creative Commons Attribution 4.0 License.