Skip to main content
Log in

Predicting Tunnel Squeezing Using the SVM-BP Combination Model

  • Original Paper
  • Published:
Geotechnical and Geological Engineering Aims and scope Submit manuscript

Abstract

Rock squeezing has a large influence on tunnel construction safety; thus, when designing and constructing tunnels it is highly important to use a reliable method for predicting tunnel squeezing from incomplete data. In this study, a combination SVM-BP (support vector machine-back-propagation) model is proposed to classify the deformation caused by surrounding rock squeezing. We design different characteristic parameters and three types of classifiers (a SVM model, a BP model, and the proposed SVM-BP model) for the tunnel-squeezing prediction experiments and analyse the accuracy of predictions by different models and the influences of characteristic parameters on the prediction results. In contrast to other prediction methods, the proposed SVM-BP model is verified to be reliable. The results show that four characteristics: tunnel diameter (D), tunnel buried depth (H), rock quality index (Q) and support stiffness (K) reflect the effect of rock squeezing sufficiently for classification. The SVM-BP model combines the advantages of both an SVM and a BP neural network. It possesses flexible nonlinear modelling ability and the ability to perform parallel processing of large-scale information. Therefore, the SVM-BP model achieves better classification performance than do the SVM or BP models separately. Moreover, coupling D, H, and K has a significant impact on the predicted results of tunnel squeezing.

This is a preview of subscription content, log in via an institution to check access.

Access this article

Price excludes VAT (USA)
Tax calculation will be finalised during checkout.

Instant access to the full article PDF.

Fig. 1
Fig. 2
Fig. 3
Fig. 4
Fig. 5
Fig. 6
Fig. 7
Fig. 8
Fig. 9
Fig. 10
Fig. 11

Similar content being viewed by others

References

Download references

Acknowledgements

This work was supported by the National Science Foundation of China (Grant Nos. 51978668, 51968005), and the Guangxi University Young and Middle-Aged Teachers’ Basic Scientific Research Ability Improvement Project (2020ky01011).

Author information

Authors and Affiliations

Authors

Corresponding author

Correspondence to Jiabing Zhang.

Ethics declarations

Conflict of interest

The authors declare that there are no conflict of interest.

Additional information

Publisher's Note

Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.

Appendix 1

Appendix 1

No

D(m)

H(m)

Q

K(Mpa)

Squeezing

Reference

1

6.00

150.00

0.40

26.19

− 1

Sun et al. (2018)

2

6.00

200.00

0.40

20.00

− 1

 

3

5.80

350.00

0.50

2.53

1

4

4.80

225.00

3.60

1000.00

− 1

5

4.80

340.00

1.80

500.00

− 1

6

4.80

550.00

5.10

1600.00

− 1

7

12.00

220.00

0.80

32.89

− 1

8

13.00

52.00

15.00

16.67

− 1

9

3.00

280.00

0.05

9.80

1

10

3.00

280.00

0.02

5.96

1

11

9.00

680.00

0.05

9.90

1

12

9.00

280.00

0.02

48.56

1

13

4.20

100.00

0.01

88.96

1

14

4.00

112.00

0.01

71.28

1

15

4.30

111.00

0.01

1936.00

− 1

16

4.00

112.00

0.01

936.00

− 1

17

4.00

112.00

0.01

651.00

− 1

18

4.00

140.00

0.01

430.00

− 1

19

4.20

100.00

0.01

31.72

1

20

4.00

138.00

0.01

1934.00

− 1

21

4.40

212.00

0.04

5324.00

− 1

22

5.00

300.00

0.05

1430.00

− 1

23

4.00

112.00

0.06

458.00

− 1

24

4.00

95.00

0.07

933.00

− 1

25

4.00

218.00

0.07

739.00

− 1

26

4.00

98.00

0.08

933.00

− 1

27

5.00

284.00

0.09

68.55

1

28

5.00

300.00

0.09

664.29

− 1

29

4.00

261.00

0.10

931.00

− 1

30

4.00

198.00

0.14

934.00

− 1

31

4.00

225.00

0.14

1430.00

− 1

32

5.00

130.00

0.20

936.00

− 1

33

4.10

158.00

0.23

650.00

− 1

34

5.00

276.00

0.25

940.00

− 1

35

5.00

276.00

0.28

652.00

− 1

36

4.00

126.00

0.30

461.00

− 1

37

4.00

114.00

0.47

648.00

− 1

38

4.00

114.00

0.60

556.00

− 1

39

4.60

300.00

0.02

7.71

1

40

4.80

350.00

0.50

25.32

1

41

4.80

800.00

2.50

48.99

1

42

7.00

285.00

0.10

9.79

1

43

7.00

410.00

0.30

9.79

1

No

D(m)

H(m)

Q

K(Mpa)

Squeezing

Reference

44

7.00

415.00

0.88

9.79

1

Sun et al. (2018)

45

2.50

480.00

0.80

9.84

1

 

46

7.00

500.00

1.00

9.79

1

47

2.50

510.00

0.88

9.84

1

48

4.60

240.00

0.12

3.97

1

49

4.60

440.00

0.05

3.97

1

50

4.60

450.00

0.06

3.97

1

51

4.60

400.00

0.03

3.98

1

52

4.60

400.00

0.05

3.98

1

53

4.60

200.00

0.02

2.98

1

54

4.60

325.00

0.03

2.98

1

55

4.60

400.00

0.51

2.98

− 1

56

5.80

700.00

0.30

9.81

1

57

5.80

550.00

1.70

9.81

1

58

5.80

635.00

4.00

9.81

1

59

5.80

650.00

4.12

9.81

1

60

5.80

450.00

0.31

5.10

1

61

5.80

750.00

0.50

8.10

1

62

7.00

450.00

0.59

9.67

1

63

6.80

337.00

0.01

44.76

1

64

6.80

337.00

0.01

16.05

1

65

6.80

337.00

0.01

22.58

1

66

6.80

337.00

0.01

36.36

1

67

6.80

337.00

0.08

14.09

1

68

8.70

550.00

0.03

39.13

1

69

8.70

600.00

0.02

90.71

1

70

8.70

600.00

0.03

34.48

1

71

8.70

600.00

0.02

26.20

1

72

8.70

600.00

0.02

28.48

1

73

8.70

620.00

0.02

26.20

1

74

8.70

620.00

0.01

14.67

1

75

8.70

620.00

0.01

14.67

1

76

8.70

620.00

0.01

14.67

1

77

8.70

620.00

0.02

26.20

1

78

8.70

620.00

0.02

26.10

1

79

8.70

620.00

0.03

50.80

1

80

8.70

580.00

0.02

26.20

1

81

8.70

580.00

0.03

74.66

1

82

8.70

550.00

0.03

39.87

1

83

8.70

575.00

0.01

21.17

1

84

11.00

700.00

0.42

7.43

1

No

D(m)

H(m)

Q

K(Mpa)

Squeezing

Reference

85

11.00

700.00

0.33

9.14

1

Sun et al. (2018)

86

11.00

750.00

0.33

9.14

1

 

87

11.00

600.00

0.25

9.14

1

88

11.00

850.00

0.06

20.40

1

89

11.00

600.00

0.03

33.33

1

90

11.00

300.00

0.00

16.50

1

91

11.00

400.00

0.00

17.00

1

92

11.00

800.00

0.19

17.14

1

93

6.50

300.00

0.03

10.00

1

94

6.50

312.00

0.09

34.67

1

95

6.50

280.00

0.08

29.33

1

96

6.50

270.00

0.13

15.91

1

97

6.50

285.00

0.06

12.80

1

98

6.50

280.00

0.03

11.54

1

99

6.50

280.00

0.04

12.50

1

100

6.00

727.00

2.29

5.88

1

101

6.00

736.00

2.43

7.69

1

102

6.00

733.00

2.90

6.25

1

103

6.00

690.00

1.65

9.38

1

104

13.00

577.00

1.52

11.11

1

105

5.40

199.70

0.02

1217.16

1

106

5.40

217.50

0.01

1217.16

1

107

5.40

252.20

0.01

1523.07

1

108

5.40

246.30

0.01

1523.07

1

109

5.40

283.90

0.01

1645.38

1

110

5.40

284.50

0.01

1828.98

1

111

5.40

210.80

0.01

1575.72

1

112

5.40

237.70

0.01

1575.72

1

113

5.40

230.00

0.02

1217.16

1

114

5.40

222.60

0.02

1217.16

1

115

5.40

80.00

93.50

0.00

− 1

116

5.40

190.00

7.45

0.00

− 1

117

5.40

130.00

1.53

0.00

− 1

118

3.5

285

0.1

9.79

1

119

3.5

410

0.3

9.79

− 1

120

3.5

415

0.88

9.79

1

Dwiviedi, et al.(2013)

121

1.25

480

0.8

9.84

− 1

 

122

3.5

500

1

9.79

− 1

123

1.25

510

0.88

9.84

− 1

124

2.3

240

0.12

3.97

−1

125

2.3

440

0.05

3.97

1

126

2.3

450

0.06

3.97

1

127

2.3

400

0.03

3.98

− 1

No

D(m)

H(m)

Q

K(Mpa)

Squeezing

Reference

128

2.3

400

0.05

3.98

1

Dwiviedi, et al.(2013)

129

2.3

200

0.02

2.98

1

 

130

2.3

325

0.03

2.98

−1

131

2.3

400

0.512

2.98

1

132

1.5

280

0.05

9.8

1

133

1.5

280

0.022

5.96

1

134

4.5

680

0.05

9.9

1

135

4.5

280

0.022

48.56

−1

136

2.9

700

0.3

9.81

−1

137

2.9

550

1.7

9.81

−1

138

2.9

635

4

9.81

−1

139

2.9

650

4.12

9.81

−1

140

2.9

450

0.31

5.1

−1

141

2.9

750

0.5

8.1

−1

142

3.5

450

0.59

9.67

−1

143

3.4

337

0.011

8.97

1

144

4.35

600

0.015

34.52

1

145

4.35

600

0.023

90.71

1

146

4.35

600

0.025

34.17

1

147

4.35

600

0.018

26.20

1

148

4.35

600

0.023

28.48

1

149

4.35

620

0.02

26.20

−1

150

4.35

620

0.008

14.67

−1

151

4.35

620

0.009

14.67

−1

152

4.35

620

0.01

26.20

1

153

4.35

620

0.009

14.67

−1

154

4.35

620

0.016

26.20

−1

155

4.35

620

0.02

26.20

1

156

4.35

620

0.025

56.96

−1

157

4.35

580

0.023

26.20

1

158

4.35

580

0.025

74.66

1

159

4.35

575

0.001

34.17

1

160

4.35

550

0.025

39.87

1

161

2

98

0.08

933.0

−1

162

2.15

111

0.008

1936.0

−1

163

2

112

0.06

458.0

−1

164

2

126

0.3

461.0

−1

165

2

138

0.013

1934.0

−1

166

2

198

0.14

934.0

−1

167

2

261

0.095

931.0

−1

168

2

95

0.065

933.0

−1

169

2.5

130

0.2

936.0

−1

No

D(m)

H(m)

Q

K(Mpa)

Squeezing

Reference

170

2.05

158

0.23

650.0

−1

Dwiviedi et al.(2013)

171

2.5

276

0.25

940.0

−1

 

172

2.5

276

0.28

652.0

−1

173

2

140

0.009

430.0

−1

174

2.5

300

0.05

1430.0

−1

175

2

225

0.14

1430.0

−1

176

2

218

0.07

739.0

−1

177

2

114

0.47

648.0

−1

178

2

114

0.6

556.0

−1

179

2

112

0.008

936.0

−1

180

2

112

0.008

651.0

−1

Rights and permissions

Reprints and permissions

About this article

Check for updates. Verify currency and authenticity via CrossMark

Cite this article

Huang, Z., Liao, M., Zhang, H. et al. Predicting Tunnel Squeezing Using the SVM-BP Combination Model. Geotech Geol Eng 40, 1387–1405 (2022). https://doi.org/10.1007/s10706-021-01970-1

Download citation

  • Received:

  • Accepted:

  • Published:

  • Issue Date:

  • DOI: https://doi.org/10.1007/s10706-021-01970-1

Keywords

Navigation