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Frontiers of Structural and Civil Engineering

ISSN 2095-2430

ISSN 2095-2449(Online)

CN 10-1023/X

Postal Subscription Code 80-968

2018 Impact Factor: 1.272

Front. Struct. Civ. Eng.    2022, Vol. 16 Issue (9) : 1196-1211    https://doi.org/10.1007/s11709-022-0865-6
RESEARCH ARTICLE
Investigation of the seismic behavior of grouted sandy gravel foundations using shaking table tests
Tiancheng WANG1, Yu LIANG1, Xiaoyong ZHANG1(), Zhihuan RUAN1, Guoxiong MEI2()
1. Key Laboratory of Disaster Prevention and Structural Safety of Ministry of Education, College of Civil Engineering and Architecture, Guangxi University, Nanning 530004, China
2. Ocean College, Zhejiang University, Zhoushan 316021, China
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Abstract

Sandy gravel foundations exhibit non-linear dynamic behavior when subjected to strong ground motions, which can have amplification effects on superstructures and can reveal insufficient lateral resistance of foundations. Grouting methods can be used to improve the seismic performance of natural sandy gravel foundations. The strength and stiffness of grouted sandy gravel foundations are different from those of natural foundations, which have unknown earthquake resistance. Few studies have investigated the seismic behavior of sandy gravel foundations before and after grouting. In this study, two shaking table tests were performed to evaluate the effect of grouting reinforcement on seismic performance. The natural frequency, acceleration amplification effect, lateral displacement, and vertical settlement of the non-grouted and grouted sandy gravel foundations were measured and compared. Additionally, the dynamic stress-strain relationships of the two foundations were obtained by a linear inversion method to evaluate the seismic energy dissipation. The test results indicated that the acceleration amplification, lateral displacement amplitude, and vertical settlement of the grouted sandy gravel foundation were lower than that of the non-grouted foundation under low-intensity earthquakes. However, a contrasting result was observed under high-intensity earthquakes. This demonstrated that different grouting reinforcement strategies are required for different sandy gravel foundations. In addition, the dynamic stress-strain relationship of the two foundations exhibited two different energy dissipation mechanisms. The results provide insights relating to the development of foundations for relevant engineering sites and to the dynamic behavior of grouted foundations prior to investigating soil-structure interaction problems.

Keywords sandy gravel foundation      grouting-treated reinforcement      shaking table test      seismic behavior     
Corresponding Author(s): Xiaoyong ZHANG,Guoxiong MEI   
Just Accepted Date: 09 September 2022   Online First Date: 17 November 2022    Issue Date: 22 December 2022
 Cite this article:   
Tiancheng WANG,Yu LIANG,Xiaoyong ZHANG, et al. Investigation of the seismic behavior of grouted sandy gravel foundations using shaking table tests[J]. Front. Struct. Civ. Eng., 2022, 16(9): 1196-1211.
 URL:  
https://academic.hep.com.cn/fsce/EN/10.1007/s11709-022-0865-6
https://academic.hep.com.cn/fsce/EN/Y2022/V16/I9/1196
Fig.1  Particle grading curve of the test sandy gravel soil.
soil typenatural density (g/cm3)internal friction angle (o )cohesion (kPa)
sandy gravel soil2.023515
Tab.1  Physical parameters of the sandy gravel soil
Fig.2  Injectability pre-test of cement slurry with different water-cement ratio.
itemparameter
table size3.0 m × 3.0 m
shaking directionsingle horizontal direction
maximum load weight10 t
maximum acceleration1.0g
maximum displacement±100 mm
wave formperiodic wave, random wave, and seismic wave
range of operating frequency0.1–50.0 Hz
driving wayhydraulic servo actuator and adaptive iterative control system
Tab.2  Detailed information of the test system
Fig.3  Shaking table test equipment.
Casesoil depths (m)foundation treatmentgrouting depths (m)
Case 11.0non-grouted?
Case 21.0grouted0.5
Tab.3  Test cases for the shaking table tests
Fig.4  Test procedure for the two cases of shaking table tests.
Fig.5  Observation of grouting zone before and after the test: (a) grouting process; (b) observation after test.
Fig.6  Arrangement of sensors in shaking table tests: (a) Case 1: Non-grouted foundation; (b) Case 2: Grouted foundation.
test no.input wavepeak acceleration (g)duration (s)
EL-1El Centro wave0.1525
KO-1Kobe wave0.1525
AT-1artificial wave0.1525
EL-2El Centro wave0.3025
KO-2Kobe wave0.3025
AT-2artificial wave0.3025
EL-3El Centro wave0.5025
KO-3Kobe wave0.5025
AT-3artificial wave0.5025
Tab.4  Test cases for input seismic waves
Fig.7  Acceleration time-history records and response spectra of input seismic waves: (a) El Centro wave; (b) Kobe wave; (c) Artificial wave; (d) Acceleration response spectrum.
Fig.8  The acceleration amplification ratio of the non-grouted and grouted foundations under different seismic wave excitations: (a) EL-1; (b) EL-2; (c) EL-3; (d) KB-1; (e) KB-2; (f) KB-3; (g) AT-1; (h) AT-2; (i) AT-3.
Fig.9  The difference between the non-grouted and grouted foundation at grouted zone and free field under different intensities: (a) EL-2; (b) KB-2; (c) AT-2; (d) EL-3; (e) KB-3; (f) AT-3.
Fig.10  The acceleration response spectrum of bedrock and surface under different seismic waves: (a) El Centro waves; (b) Kobe waves; (c) artificial waves.
Fig.11  The lateral displacement amplitude of the non-grouted (red) and grouted (yellow) foundations: (a) El Centro waves; (b) Kobe waves; (c) artificial waves.
Fig.12  The surface settlement time-history of the non-grouted and grouted foundations: (a) El Centro waves; (b) Kobe waves; (c) artificial waves.
Casesurface settlement amplitude (mm)
EL-1KB-1AT-1EL-2KB-2AT-2EL-3KB-3AT-3
Case 10.020.010.020.560.692.050.334.044.75
Case 20.020.000.010.200.251.150.222.633.69
Tab.5  Surface settlement amplitude of the non-grouted and grouted foundations
Fig.13  Inversion method of dynamic shear stress and shear strain.
Fig.14  The dynamic shear-strain relationship of the non-grouted and grouted foundations along with soil depths under different earthquakes: (a) El Centro waves; (b) Kobe waves; (c) artificial waves.
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