본문 바로가기
KERD
논문

압밀시험의 수치해석에 의한 MCC 모델과 SSC 모델 비교

Comparison of MCC and SSC Models based on Numerical Analysis of Consolidation Test

0

조회

0

다운로드

0

인용

0

참고문헌

키워드

주제분류농학

초록

n order to integrate two consolidation theories of Terzaghi’s consolidation theory and Mesri’s secondary compression theory and to identify a modelsuitable for analyzing stress-strain behavior over time, numerical analysis on consolidation tests were conducted using a modified cam-clay model anda soft soil creep model and the following conclusions were obtained. The results of numerical analysis applying the theory that a linear proportionalrelationship is established between the void ratio at logarithmic scale and the permeability coefficient at logarithmic scale is better agreement with theresult of oedometer test than the results of applying constant hydraulic conductivity. The modified cam-clay model is a model that does not includesecondary compression, but the slope of the normal consolidation line corresponding to the compression index of the standard consolidation test includessecondary compression, so the actual settlement curve over time is lower than the predicted value through numerical analysis. It always gets smaller. Other previous studies that applied Terzaghi’s consolidation theory to consolidation test analysis showed the same results and were cross-confirmed. Thesoft soil creep model, which includes secondary compression in the theory, showed good agreement in all sections including secondary compressionin the consolidation test results. It was judged appropriate to use a soft soil creep model when performing numerical analysis of soft clay ground.

Abstract

n order to integrate two consolidation theories of Terzaghi’s consolidation theory and Mesri’s secondary compression theory and to identify a modelsuitable for analyzing stress-strain behavior over time, numerical analysis on consolidation tests were conducted using a modified cam-clay model anda soft soil creep model and the following conclusions were obtained. The results of numerical analysis applying the theory that a linear proportionalrelationship is established between the void ratio at logarithmic scale and the permeability coefficient at logarithmic scale is better agreement with theresult of oedometer test than the results of applying constant hydraulic conductivity. The modified cam-clay model is a model that does not includesecondary compression, but the slope of the normal consolidation line corresponding to the compression index of the standard consolidation test includessecondary compression, so the actual settlement curve over time is lower than the predicted value through numerical analysis. It always gets smaller. Other previous studies that applied Terzaghi’s consolidation theory to consolidation test analysis showed the same results and were cross-confirmed. Thesoft soil creep model, which includes secondary compression in the theory, showed good agreement in all sections including secondary compressionin the consolidation test results. It was judged appropriate to use a soft soil creep model when performing numerical analysis of soft clay ground.

참고문헌 (31)

  1. Adachi, T., "Constitutive equations for normally consolidated clay based on elastoviscoplasticity", Soils and Foundations, 22(4), pp.57~70 (1982)
  2. Adachi, T., "A constitutive equation for normally consolidated clay", Soils and Foundations, 14(4), pp.55~73 (1974)
  3. Atkinson, J. H., "The Mechanics of Soils", pp.190~ (1978), McGraw-Hill Book Co. Ltd
  4. Atkinson, J., "An Introduction to the Mechanics of Soils and Foundations", pp.111~ (1993), McGraw-Hill Book Co
  5. Bjerrum, L., "Engineering geology of Norwegian normally consolidated marine clays as related to settlements of buildings", Géotechnique, 17(2), pp.81~118 (1967)
  6. Buisman, A. S., "A Results of long duration settlement tests", Proceedings 1st International Conference on Soil Mechanics and Foundation Engineering Cambridge, 1, pp.103~107 (1936)
  7. Garlanger, J. E., "The consolidation of soils exhibiting creep under constant effective stress", Géotechnique, 22(1), pp.71~78 (1972)
  8. Jeong, W. K., "The analysis of long-term consolidation characteristics on coft clayey ground using elasto-viscous consolidation theory", Ph. D., pp.2020
  9. Kim, C. S., "The study on determination of the coefficient of Terzaghi’s consolidation by curve fitting", Journal of the Korean Society of Agricultural Engineers, 56(1), pp.101~107 (2014)
  10. KS F 2316 : 2022 Test method for one dimensional consolidation test, "Korean Agency for Technology and Standards", ~ (2022)
  11. Kwon, B. H., "A study on the beginning point of secondary compression in consolidation theory", Journal of the Korean Society of Agricultural Engineers, 65(6), pp.51~63 (2023)
  12. Kwon, B. H., "The estimation of initial elastic modulus of clay by standard consolidatiaonb test", Journal of the Korean Society of Agricultural Engineers, 66(1), pp.15~24 (2024)
  13. Lee, S. C., "Analysis of the relationship between concrete slab track life and socendary compression characteristics in soft clay", Journal of the Korean Society for Railway, 19(2), pp.195~203 (2016)
  14. Leoni, M., "Anisotropic creep model for soft soils", Géotechnique, 58(3), pp.215~226 (2008)
  15. Malvern, L. E., "The propagation of longitudinal waves of plastic deformation in a bar of material exhibiting a strain rate effect", Journal of Applied Mechanics, 18(2), pp.203~2087 (1951)
  16. Mesri, G., "Coefficient of secondary compression", Journal of Soil Mechanics and Foundations Division ASCE, 99(SM1), pp.123~137 (1973)
  17. Mesri, G., "Theory of consolidation for clays", Journal of the Geotechnical Engineering Division, 100(8), pp.889~904 (1974)
  18. "GTS NX USER MANUAL > Mesh > Property, Coordinate, Function > Material > Material Property (General)"[URL]
  19. Nova, R., "A viscoplastic constitutive model for normally consolidated clays", Proceedings IUTAM Conference on Deformation and Failure of Granular Materials, pp.287~295 (1982)
  20. Ortigão, J. A. R., "Soil Mechanics in the Light of Critical State Theories" (1995), CRC Press
  21. Perzyna, P., "Fundamental problems in viscoplasticity", Advances in Applied Mechanics, 9, pp.243~377 (1966), Academic Press
  22. Roscoe, K. H., "engineering Plasticity", pp.535~609 (1968), Cambridge University Press
  23. Roscoe, K. H., "On the Yielding of Soils", Geotechnique, 8, pp.22~53 (1958)
  24. Schofield, A., "Critical State Soil Mechanics", pp.109~ (1968), McGraw-Hill Book Co. Ltd
  25. Sekiguchi, H., "Induced anisotropy and time dependency in clays", Proceedings 9th International Conference on Soil Mechanics Foundation Engineering, 9, pp.229~238 (1977)
  26. Taylor, D. W., "Fundamentals of Soil Mechanics", pp.700~ (1948), John Wiley and Sons, Inc
  27. Terzaghi, K., "Die Berechnung der Durchlässigkeitsziffer des Tones aus dem Verlauf der Hydrodynamischen Spannungserscheinungen, Sitz, Akademie der Wissenschaften", Mathematish-Naturwissenschaftliche, 132, pp.125~138 (1923)
  28. Vermeer, P. A., "Beyond 2000 in Computational Geotechnics" (1999), eBook Routledge
  29. Wood, D. M., "Soil Behaviour and Critical State Soil Mechanics", pp.264~ (1990), Cambridge University Press
  30. Yin, J. H., "Elastic viscoplastic modelling of the time-dependent stress-strain behaviour of soils", Canadian Geotechnical Journal, 36(4), pp.736~745 (1999)
  31. Yoshikuni, H., "Elasto-viscous modeling of time dependent behaviour of clay", Proceedings of the 13th ICSMFE New Delhi, 1, pp.417~420 (1994)

관련 논문AI추천

이 간행물의 다른 논문 (4건)