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Vertical and horizontal dynamic response of suction caisson foundations


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Figure 1

Sub-structure method.
Sub-structure method.

Figure 2

Impedance functions.
Impedance functions.

Figure 3

Used numerical model.
Used numerical model.

Figure 4

Geometry of the numerical model.
Geometry of the numerical model.

Figure 5

Influence of the suction caisson inner diameter on the vertical dynamic impedance.
Influence of the suction caisson inner diameter on the vertical dynamic impedance.

Figure 6

Influence of the suction caisson inner diameter on the horizontal dynamic impedance.
Influence of the suction caisson inner diameter on the horizontal dynamic impedance.

Figure 7

Vertical displacement amplitude | U/F |̶
Vertical displacement amplitude | U/F |̶

Figure 8

Horizontal displacement amplitude | U/F |̶.
Horizontal displacement amplitude | U/F |̶.

Figure 9

Vertical and horizontal response for the maximum | U/F|̶ Influence of the suction caisson diameter.
Vertical and horizontal response for the maximum | U/F|̶ Influence of the suction caisson diameter.

Figure 10

Variation of the vertical dynamic impedance as a function of the suction caisson length.
Variation of the vertical dynamic impedance as a function of the suction caisson length.

Figure 11

Variation of the horizontal dynamic impedance as a function of the cylinder length.
Variation of the horizontal dynamic impedance as a function of the cylinder length.

Figure 12

Vertical displacement amplitude | U/F |̶.
Vertical displacement amplitude | U/F |̶.

Figure 13

Horizontal displacement amplitude | U/F |̶.
Horizontal displacement amplitude | U/F |̶.

Figure 14

Vertical and horizontal response for the maximum | U/F |̶ Influence of the cylinder depth.
Vertical and horizontal response for the maximum | U/F |̶ Influence of the cylinder depth.

Figure 15

Influence of the Young modulus on the vertical dynamic impedance.
Influence of the Young modulus on the vertical dynamic impedance.

Figure 16

Influence of the Young modulus on the variation of the horizontal dynamic impedance.
Influence of the Young modulus on the variation of the horizontal dynamic impedance.

Figure 17

Vertical displacement amplitude | U/F |̶.
Vertical displacement amplitude | U/F |̶.

Figure 18

Horizontal displacement amplitude | U/F |̶.
Horizontal displacement amplitude | U/F |̶.

Figure 19

Vertical and horizontal response for the maximum | U/F |̶ Influence of the suction module de young.
Vertical and horizontal response for the maximum | U/F |̶ Influence of the suction module de young.
eISSN:
2083-831X
Language:
English
Publication timeframe:
4 times per year
Journal Subjects:
Geosciences, other, Materials Sciences, Composites, Porous Materials, Physics, Mechanics and Fluid Dynamics