Citation: | LI Baohui, LI Hai, LIU Yu, WANG Anliang, JI Shunying. Amodified discrete element model for sea ice dynamics[J]. Acta Oceanologica Sinica, 2014, 33(1): 56-63. doi: 10.1007/s13131-014-0428-3 |
Coon M D, Knoke G S, Echert D C, et al. 1998. The architecture of ananisotropic elastic-plastic sea ice mechanics constitutive law.Journal of Geophysical Research, 103(C10): 21915-21925
|
Coon M D, Maykut S A, Pritchard R S, et al. 1974. modeling the packIce as an elastic plasticmaterial. AIDJEX Bull, 24: 1-105
|
Dempsey J P. 2000. Research trends in ice mechanics. InternationalJournal of Solids and Structures, 37: 131-153
|
Flato G M. 1993. A Particle-in-cell Sea-ice Model. Atmosphere andOceanography. 31(3): 339-358
|
Gutfraind R, Savage S B. 1998. Flow of fractured ice through wedgeshapedchannels: smoothed particle hydrodynamics anddiscrete-element simulations. Mechanics of Materials, 29: 1-17
|
Hibler W D. 1979. A dynamic thermodynamic sea ice model. Journalof Geophysical Oceanography, 9: 817-846
|
Hibler W D. 2001. Sea ice fracturing on the large scale. Engineering FractureMechanics, 68: 2013-2043
|
Hopkins M A, Frankenstein S, Thorndike A S. 2004. Formation of anaggregate scale in Arctic sea ice. Journal of Geophysical Research,109(C01032): 1-10
|
Hopkins M A, Thorndike A S. 2006. Floe formation in Arcticsea ice. Journal of Geophysical Research, 111, C11S23,doi: 10.1029/2005JC003352
|
Hoyland K V. 2002. Simulation of the consolidation process in firstyearsea ice ridges. Cold Regions Science and Technology, 34:143-158
|
Hunke E C, Dukowicz J K. 1997. An elastic-viscous-plastic model forsea ice dynamics. Journal of Physical Oceanography, 27: 1849-1867
|
Lepparanta M, Lensu M, Lu Q M. 1990. Shear flow of sea ice in the Marginal Ice Zone with collision rheology. Geophysica, 25(1-2):57-74
|
Ji Shunying, Li Hai, Shen Hungtao, et al. 2007. A hybrid Lagrangian-Eulerian numerical model for sea ice dynamics. Acta OceaologicaSinica, 26(5): 12-24
|
Ji Shunying, Shen Hungtao, Wang Zhilian, et al. 2005. A viscoelasticplasticconstitutive model with Mohr-Coulomb yielding criterionfor sea ice dynamics. Acta Oceanologica Sinica, 24(4): 54-65
|
Ji Shunying,Wang Anliang, Li Hai, et al. 2008. Mechanical and numericalmodels for sea ice dynamics on small-meso scale. ChineseJournal of Polar Science, 19(2): 237-248
|
Liu Yu, Wu Huiding, Zhang Zhanhai, et al. 2006. Modeling for the dynamicprocess of ice thickness variation using a particle-in-cellicemodel. Acta Oceanologica Sinica, 28(2): 14-21
|
Overland J E,McNutt S L, Salo S, et al. 1998. Arctic sea ice as a granularplastic. Journal of Geophysical Research, 103(C10): 21845-21868
|
Pritchard R S. 1998. Ice conditions in an anisotropic sea ice dynamicsmodel. International Journal of Offshore and Ploar Engineering,8: 9-15
|
Rothrock D, Thomdike A S. 1984. Measuring the sea ice grian size distribution.Journal of Geophysical Research, 89(C4): 6477-6486
|
Schulson E M. 2004. Compressive shear faults within arctic sea ice:fracture on scales large and small. Journal of Geophysical Research,109(C07016): 1-23
|
Shen H H, Hibler W D, Lepparanta M. 1986. On applying granularflow theory to a deforming broken ice field. ActaMechanics, 63:143-160
|
Shen H T, Shen H H, Tsai S M. 1990. Dynamic transport of river ice.Journal of Hydraulic Research, 28(6): 659-671
|
Su Jie, Wu Huiding, Bai Shan, et al. 2005. A coupled ice-ocean modelfor the Bohai Sea: Ⅱ. Case study. Acta Oceanologica Sinica,24(3): 54-67
|
Sulsky D, Schreyer H, Peterson K, et al. 2007. Using thematerial-pointmethod to model sea ice dynamics. Journal of Geophysical Research,112: C02S90, doi: 10.1029/2005JC003329
|
Tremblay L B,Mysak L A. 1997. Modeling sea ice as a granularmaterial,including the dilatancy effect. Journal of Physical Oceanography,27: 2342-2360
|
Wu Huiding, Bai Shan, Zhang Zhanhai. 1998. Numerical simulationfor dynamical processes of sea ice. Acta Oceanologica Sinica,16(3): 303-325
|
Zhang Z H, Lepparanta M. 1995. Modeling the influence of ice on sealevel variations in the Baltic Sea. Geophysical Research, 31(2):31-45
|