Ice Interaction with Structures

  • M. P. Määttänen
Conference paper
Part of the International Union of Theoretical and Applied Mechanics book series (IUTAM)

Abstract

Different mechanisms in various ice-structure interaction scenarios are described. Only bottom-founded structures are considered, and the aim is to give insight for ice forces design starting from the physical background. The effect of structural shape and size at the water-line, type of foundation, structural rigidity, mass and damping are related to ice type, properties, thickness, integrity and velocity, as well as to other environmental effects to result in typical ice-structure interaction modes. Ice failure can be visco-plastic yielding, crushing, shearing, bending or splitting. Structural response can be static or dynamic. Also the ice can exhibit dynamic response. A coupling of the dynamic response of the structure with the ice failure process may develop. After ice failure has occurred, the clearing mechanisms of broken ice are again dependent both on the structure and the ice.

Keywords

Brittle Beach Dition Pier Librium 

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References

  1. Afanas’yev, V.P., Dologopolov, I.U. and Shvaysteyn, Z.I. 1971. Ice pressure on separate supporting structures in the sea. CRREL Draft Translation, No.346 ( 1972 ), Hanover, NH, U.S.A.Google Scholar
  2. Bercha, F.G. and Danys, J.V. 1975. Prediction of ice forces on conical offshore structures. Marine Science Communications, 1975, pp. 365–380.Google Scholar
  3. Bhat, S.U. 1988. Analysis for splitting of ice floes during summer impact. Cold Regions Science and Technology, Vol. 15, pp. 53–63.CrossRefGoogle Scholar
  4. Blanchet, D., Churcher, A., Fitzpatrick, J. and Badra-Blanchet, P. 1988. An analysis of observed failure mechanisms for laboratory, first-year and multi-year ice. IAHR 1988, University of Hokkaido, Sapporo, Japan, Vol. 3, pp. 89–136.Google Scholar
  5. Blenkarn K.A. 1970. Measurement and analysis of ice forces on Cook Inlet structures. Proc. 2nd Offshore Technology Conference, Houston, TX, OTC 1261, Vol. 11, pp. 365–378.Google Scholar
  6. Cammaert, A.B. and Muggeridge, D.B. 1988. Ice interaction with offshore structures. Van Nostrand Reinhold, New York.Google Scholar
  7. Choi, K. and Karr, D.G. 1989. A damage mechanics model for uniaxial creep and cyclic loading of poly crystalline ice. OMAE 1989, The Hague, Netherlands, Vol.IV, pp. 67–74.Google Scholar
  8. Gamayunov, A.I. 1947. Opredelenie davleniya l’da na opory mostov v naturnykh usloviyakh, (Determination of ice pressure on the supports of bridges under natural conditions). Teckhnika Zheleznykh Dorog, Nos.4 and 12.Google Scholar
  9. Hallam, S.D. and Pickering J.G. 1988. Modelling of dynamic ice loading of offshore arctic structures, Proc. Polartech’88, Tapir Publishers, Trondheim, Norway, pp. 235–248.Google Scholar
  10. Haynes, F.D. and Sodhi, D.S. 1983. Ice forces on model marine structures. POAC 1983, Helsinki, Finland, Vol. 11, pp. 778–787.Google Scholar
  11. Jefferies, M.G. and Wright, W.H. 1988. Dynamic response of “Molikpaq” to ice-structure interaction. OMAE 1988, Houston, TX, U.S.A., Vol.IV, pp. 201–220.Google Scholar
  12. Joensuu, A. and Riska, K. 1988. Jaan ja rakenteen valinen kosketus. (Contact between ice and structure, in Finnish only). Report M-88. Helsinki University of Technology, Laboratory of Naval Architecture and Marine Engineering, Espoo, Finland.Google Scholar
  13. Jordaan, I.J., Maes, M.A, and Nadreau, J-P. 1988. The crushing and clearing of ice in fast spherical indentation tests. OMAE 1988, Houston, TX, U.S.A., Vol.IV, pp. 111–116.Google Scholar
  14. Karna, T. and Turunen, R. 1988. Dynamic response of narrow structures to ice crushing. Cold Regions Science and Technology, Vol. 17, pp. 173–187.CrossRefGoogle Scholar
  15. Korzhavin, K.N. 1962. Action of ice on engineering structures. USSR Academy of Science, Siberian Branch, CRREL Draft Translation No. 260.Google Scholar
  16. Kubo, Y. 1980. Introductory remarks on iceological engineering, (in Japan). Publisher Y Kubo, Tokyo, Japan.Google Scholar
  17. Maattanen, M. 1978. On conditions for the rise of self-excited ice-induced autonomous oscillations in slender marine structures. Finnish-Swedish Winter Navigation Board, Finland, Research Report 25, 98p.Google Scholar
  18. Maattanen, M. 1984. The effect of structural properties on ice-induced self-excited vibrations, IAHR 1984, Hamburg, West Germany, Vol. 11, pp. 11–20.Google Scholar
  19. Maattanen, M. 1986. Test cone project. Proc. Polartech ’86, Technical Research Centre of Finland, Symposium 71, Espoo, Finland, Vol. 11, pp. 749–761.Google Scholar
  20. Maattanen, M. 1987. Ten years of ice-induced vibration isolation in lighthouses. OMAE 1987, Houston, TX, U.S.A., Vol.IV, pp. 261–266.Google Scholar
  21. Maattanen, M. 1988. Ice-induced vibrations in structures -self-excitation. IAHR 1988, University of Hokkaido, Sapporo, Japan, Vol. 2, pp. 658–665.Google Scholar
  22. Matlock, H., Dawkins, W. and Panak, J. 1969. A model for the prediction of ice-structure interaction. Journal of Engineering Mechanics, ASCE, EM4,pp.1083–1092.Google Scholar
  23. Michel, B. 1978. Ice mechanics. Les Presses de l’Universite Laval, Quebec, Canada.Google Scholar
  24. Michel, B. and Toussaint, N. 1977. Mechanisms and theory of indentation of ice plates. Journal of Glaciology, Vol. 19, No. 81, pp. 285–300.Google Scholar
  25. Mizikos, J-P. 1986. Ice design of multi-legged structures. Proc. Polartech ’86, Technical Research Centre of Finland, Symposium 71, Espoo, Finland, Vol. 11, pp. 735–748.Google Scholar
  26. Montgomery, C,J, Gerard, R. and Lipsett, A.W. 1980. Dynamic response of bridge piers to ice forces. Canadian Journal of Civil Engineering, Vol. 7, pp. 345–356.CrossRefGoogle Scholar
  27. Nadreau, J-P., Christian, F. and Stone, B. 1987. Spherical indenter tests at Resolute Bay. (In preparation).Google Scholar
  28. Neill, C. 1976. Dynamic ice forces on piers and piles: an assessment of design guidelines in the light of recent research. Canadian Journal of Civil Engineering, Vol. 3, pp. 305–341.CrossRefGoogle Scholar
  29. Nevel, D.E. 1986. Iceberg impact forces. IAHR 1986, University of Iowa, Iowa City, 10, U.S.A., Vol.Ill, pp. 345–369.Google Scholar
  30. Peyton, H. 1968. Sea ice forces. Ice Pressure Against Structures, National Research Council of Canada, Ottawa, Canada, Technical Memorandum 92, pp. 117–123.Google Scholar
  31. Ponter, A.R., Palmer A.C., Goodman D.J., Evans A.G. and Hutchinson, J W. 1983. The force exerted by a moving ice sheet on an offshore structure. Part 1. The creep mode. Cold Regions Science and Technology 8, pp. 109–118.CrossRefGoogle Scholar
  32. Pulkkinen, E. 1988. Numerical modelling of ice behaviour. Acta Universitas Ouluensis, Ser.C, Technica 46. 122p.Google Scholar
  33. Ralston, T. 1977. Yield and plastic deformation in ice crushing failure. Proc. Symposium on Sea Ice Processes and Models, Seattle University, Washington, Vol. 2, pp. 147–156.Google Scholar
  34. Ralston, T. 1979. Plastic limit analysis of sheet ice loads on conical structures. Proc. IUTAM Symposium on the Physics and Mechanics of Ice. Technical University of Denmark, Copenhagen, Denmark, pp. 289–308.Google Scholar
  35. Saeki, H., Ono, T., Takeuchi, T., Suenaga, T.L. and Sakai, M. 1986. Total ice forces on clusters of cylindrical piles. OMAE 1986 Symposium, Tokyo, Japan, Vol.IV, pp. 461–466.Google Scholar
  36. Sanderson, T. 1986. A pressure-area curve for ice. IAHR 1986, University of Iowa, Iowa City, 10, U.S.A., Vol.II, pp. 361–384.Google Scholar
  37. Sanderson, T. 1988. Ice mechanics, risks to offshore structures. Graham and Trotman, London, UK.Google Scholar
  38. Santaoja, K. 1989. Continuum damage mechanics approach to describe the multidirectional microcracking of ice. OMAE 1989, The Hague, Netherlands: The American Society of Mechanical Engineers, Vol.IV, pp. 55–66.Google Scholar
  39. Sjolind, S-G. 1987. A constitutive model for ice as damaging visco-elastic material. Cold Regions Science and Technology, Vol. 14, pp. 247 - 262.CrossRefGoogle Scholar
  40. Sodhi, D. 1988. Ice-induced vibration of structures. IAHR 1988, Sapporo, Japan, Vol. 2. pp. 625–657.Google Scholar
  41. Sodhi, D. and Morris, C. 1986. Characteristic frequency of force variations in continuous crushing of sheet ice against rigid cylindrical structures. Cold Regions Science and Technology, Vol. 12, pp. 1–12.CrossRefGoogle Scholar
  42. Timco, G. 1986. Jce forces on multi-legged structures. IAHR 1986, University of Iowa, Iowa City, 10, U.S.A., Vol. 11, pp. 321–338.Google Scholar
  43. Toyama, Y., Sensu, T., Minami, M. and Yashima, N. 1983. Model tests on ice-induced self-excited vibration of cylindrical structures. POAC 1983, Helsinki, Finland, Vol. 11, pp. 834–844.Google Scholar
  44. Xu, J. and Wang, L. 1988. Ice force oscillator model and its numerical solutions. OMAE 1988, Houston, TX, U.S.A., Vol.IV, pp. 171–176.Google Scholar

Copyright information

© Springer-Verlag Berlin Heidelberg 1991

Authors and Affiliations

  • M. P. Määttänen
    • 1
  1. 1.Faculty of Mechanical EngineeringHelsinki University of TechnologyEspooFinland

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