Abstract
The consequences associated with ships running aground depend very
much on the soil characteristics of the sea bed and the
geometrical shape of the ship bow. The penetration into the sea
bed depends on these factors and the penetration is an important
factor for the ship motion because it influences the ship heave
and pitch motions as well as the friction between the ship and the
soil.In this paper a rational calculation model is presented for
the sea bed soil reaction forces on the ship bottom. The model is
based on the assumption that the penetration of the ship bow
generates a flow of pore water through the grain skeleton of the
soil. The flow is governed by Darcy's law and it is driven by the
pressure of the pore water at the bow. In addition to this pore
water pressure, the bow is subjected to the effective stresses in
the grain skeleton at the bow surface. These stresses are
determined by the theory of frictional soils in rupture.
Frictional stresses on the bow surface are assumed to be related
to the normal pressure by a simple Coulumb relation. The total
soil reaction as a function of velocity and penetration is found
by integration of normal pressure and frictional stresses over the
surface of the bow.The analysis procedure is implemented in a
computer program for time domain rigid body analysis of ships
running aground and it is verified in the paper through a
comparison of calculated stopping lengths, effective coefficients
of friction, and sea bed penetrations with corresponding
experimental results obtained by model tests as well as
large-scale tests.
Original language | English |
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Journal | Journal of Ship & Ocean Technology |
Volume | 1 |
Issue number | 1 |
Pages (from-to) | 35-47 |
Publication status | Published - 1997 |