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Record #93070:

Finite element discretization of sea ice plates / Geir Horrigmoe, Mikael Nyström.

Title: Finite element discretization of sea ice plates / Geir Horrigmoe, Mikael Nyström.
Author(s): Horrigmoe, Geir.
Nyström, Mikael.
Date: 1988.
Publisher: [Delft]: International Association for Hydraulic Research, Committee on Ice Problems
In: Proceedings, the 9th International Symposium on Ice, 23-27 August 1988, Sapporo, Japan. (1988.), Vol. 1.
Abstract: Presents detailed description of quadrilateral plate bending element with 12 degrees of freedom. Element is based on Reissner-Mindlin theory for plate bending and includes effect of transverse shear deformation. Particular attention is paid to transverse anisotropic material properties. Demonstrates that this effect can be easily incorporated using numerical integration through plate thickness. Accuracy of present finite element formulation is demonstrated by numerical examples where finite element results are compared with analytical solutions and data from in-situ experiments.
Notes:

In: Proceedings, the 9th International Symposium on Ice, 23-27 August 1988, Sapporo, Japan. Vol. 1. / Hiroshi Saeki, Ken-ichi Hirayama, eds.

Keywords: 624.145.5 -- Floating ice, bearing strength.
E6 -- Glaciology: floating ice.
SPRI record no.: 93070

MARCXML

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100 1# ‡aHorrigmoe, Geir.
245 10 ‡aFinite element discretization of sea ice plates /‡cGeir Horrigmoe, Mikael Nyström.
260 ## ‡a[Delft] :‡bInternational Association for Hydraulic Research, Committee on Ice Problems,‡c1988.
300 ## ‡ap. 439-450 :‡bdiags., table.
500 ## ‡aIn: Proceedings, the 9th International Symposium on Ice, 23-27 August 1988, Sapporo, Japan. Vol. 1. / Hiroshi Saeki, Ken-ichi Hirayama, eds.
520 3# ‡aPresents detailed description of quadrilateral plate bending element with 12 degrees of freedom. Element is based on Reissner-Mindlin theory for plate bending and includes effect of transverse shear deformation. Particular attention is paid to transverse anisotropic material properties. Demonstrates that this effect can be easily incorporated using numerical integration through plate thickness. Accuracy of present finite element formulation is demonstrated by numerical examples where finite element results are compared with analytical solutions and data from in-situ experiments.
650 07 ‡a624.145.5 -- Floating ice, bearing strength.‡2udc
650 07 ‡aE6 -- Glaciology: floating ice.‡2local
700 1# ‡aNyström, Mikael.
773 0# ‡7nnam ‡aHiroshi Saeki, Ken-ichi Hirayama, eds. ‡tProceedings, the 9th International Symposium on Ice, 23-27 August 1988, Sapporo, Japan. ‡d[Delft] : International Association for Hydraulic Research, Committee on Ice Problems, 1988. ‡gVol. 1. ‡wSPRI-93033
917 ## ‡aUnenhanced record from Muscat, imported 2019
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