The Application of Hert'z Contact Theory to the Problem of an Offshore Structure Entering the Seabed
This paper treats the problem of the penetration of a cylindrical leg of a fixed offshore structure into the sea. The problem is taken as a classic contact problem where the seabed is flat and two cases of structure geometry are considered. Comparisons of the flat and hemispherical bottom geometries indicate that the hemispherical geometry requires 2/3 the load of the flat bottom. This results leads to a preliminary conclusion that a hemispherical geometry is more efficient for initial penetration. © 1985.
V. Birman and R. G. Latorre, "The Application of Hert'z Contact Theory to the Problem of an Offshore Structure Entering the Seabed," Ocean Engineering, Elsevier, Jan 1985.
The definitive version is available at https://doi.org/10.1016/0029-8018(85)90074-5
Mechanical and Aerospace Engineering
Article - Journal
© 1985 Elsevier, All rights reserved.