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Numerical modeling of dredging effect on berthing structure

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Abstract

Piles and diaphragm wall-supported berthing structure on marine soils are loaded laterally from horizontal soil movements generated by dredging. The literature on the adequacy of the finite element method modeling of berthing structure to analyze their behavior during dredging is limited. This paper describes a finite element approach for analyzing the lateral response of pile and diaphragm wall during dredging. Piles are represented by equivalent sheet-pile walls and a plane strain analysis using the finite element method is performed. Results from the finite element method are compared with full-scale field test data. Full-scale field test was conducted on a bearing structure to measure the lateral deflection on pile and diaphragm wall for their full length using inclinometer during dredging in sequence. The finite element method results are in good agreement with full-scale field results. Conclusions are drawn regarding application of the analytical method to study the effect of dredging on piles and diaphragm wall-supported berthing structures.

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Abbreviations

c u :

Undrained cohesion (FL−2)

d :

Pile diameter

E s :

Young’s modulus of concrete (FL−2)

E sc :

Young’s modulus of concrete after considering creep (FL−2)

EA :

Axial modulus (F)

E s I s :

Rigidity modulus of soil (FL2)

E p I p :

Rigidity modulus of pile (FL2)

E w I w :

Total rigidity modulus of both soil and pile (FL2)

K o :

Coefficient of earth pressure at rest condition (dimensionless)

N :

Standard penetration test value (dimensionless)

S :

Spacing between piles (L)

t :

Equivalents thickness (L)

φ:

Angle of internal frication (degrees)

φc :

Creep coefficient (dimensionless)

ψ:

Dilatancy angle (degrees)

ν:

Poisson ratio (dimensionless)

γsat :

Saturated unit weight of soil (FL−3)

γsub :

Submerged unit weight of soil (FL−3)

References

  1. Bureau of Indian Standards-456 (2000) Plain and reinforced concrete code of practice, New Delhi

  2. Chen W, Saleeb A (1983) Constitutive equations for engineering, 4 edn. PWS Publishing, Melbourne

    Google Scholar 

  3. Chen SF, Yap TF (1991) Effect of construction of a diaphragm wall very close to a masonry building. In: Proc., symp. slurry wall: des. constr. and quality control. ASTM Spec. Tech. Publ., West Conshohocken, vol 1129, pp 128–139

  4. Clough GW, O’Rourke TD (1990) Construction induced movements of in-situ wall. In: Lambe PC, Hansen LA (eds) Proc., des. and perf. of earth retaining structure geotech. Spec. Publ. No. 25. ASCE, New York, pp 439–470

  5. Davies RV (1982) Special considerations associated with constructing diaphragm walls in marine deposits and residual soils in Southeast Asia. In: Proceedings of conference on diaphragm walling techniques, CI-Premier, Singapore, RDS1-12

  6. Dibiagio E, Myrvoll F (1972) Full scale field tests of a slurry trench excavation in soft clay. In: Proc. 5th Eur. conf. on soil mech. and found. engg., Spanish Society for Soil Mechanics and Foundations, Spain, vol l, pp 1461–471

  7. Mori H (1964) The behaviour of steel pipe piles under vertical and horizontal loads. In: Proceedings of symposium on bearing capacity of piles, Roorkee, India, pp 106–115

  8. Naylor DJ (1982) Finite element study of embankment loading on piles. Report for the Department of Transport, Department of Civil Engineering, University College of Swansea

  9. Poh TY, Goh TC, Wong IH (2001) Ground movements associated with wall construction: case histories. J Geotech Geoenviron Eng ASCE 127(12):1061–1069

    Article  Google Scholar 

  10. Poulos HG, Davis EH (1990) Pile foundation analysis and design. Wiley, Toronto

    Google Scholar 

  11. Prevost JH, Popescu R (1996) Constitutive relations for soil materials. Electron J Geotech Eng. http://www.ejge.com/1996/Ppr9609/Ppr9609.htm

  12. Randolph MF (1981) Pilot study of lateral loading of piles due to movement caused by embankment loading. Report for the Department of Transport, Cambridge University

  13. Rowe RK, Poulos HG (1979) A method for predicting the effect of piles on slope behaviour, 3rd ICONMIG, Aachen, vol 3, pp 1073–1085

  14. Springman SM (1984) Lateral loading on piles due to embankment construction. MPhil Thesis, Cambridge University

  15. Steward DP, Jewell RJ, Randolph MF (1993) Numerical modeling of piled bridge abutments on soft ground. Comput Geotech 15:23–46

    Google Scholar 

  16. Tamano T, Fukui S, Suzuki H, Ueshita K (1996) Stability of slurry trench excavation in soft clay. Soils Foundation 36(2):101–110

    Google Scholar 

  17. Tedd P, Chard BM, Charles JA, Symonds IF (1984) Behaviour of a propped embedded retaining wall in stiff clay at bell common tunnel. Géotechnique 34(4):513–532

    Article  Google Scholar 

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Correspondence to Kasinathan Muthukkumaran.

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Muthukkumaran, K., Sundaravadivelu, R. Numerical modeling of dredging effect on berthing structure. Acta Geotech. 2, 249–259 (2007). https://doi.org/10.1007/s11440-007-0040-1

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  • DOI: https://doi.org/10.1007/s11440-007-0040-1

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