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)
rope Dyneema was used in the HSVA tests.
Characteristics of the towing rope Dyneema
performed in Table 1 for the full scale are taken
from the web-address www.dynamica-ropes.dk. It is
assumed that the diameter of the hawser should be
the same as the rope diameter since their strengths
are almost the same.
T
able 1. Tow rope properties (model and full scales)
___________________________________________________
Property Unit Model scale Full scale
___________________________________________________
Total length [m] 23 920
Length CD (Fig. 2) [m] 10 400
Length BD (Fig. 3) [m] 10 400
Weight [Kg/m] 0.0069 6.22
Diameter [m] 0.004 0.12
E-Module [GPa] 95 95
Ultimate Load [T] 1.3 1000
___________________________________________________
Table 2. Tow hawser properties (model and full scales)
___________________________________________________
Property Unit Model scale Full scale
___________________________________________________
Total length [m] 2.05 82
Weight [Kg/m] 0.049 79.6
Diameter [m] 0.003 0.12
E-Module [GPa] 200 200
Ultimate Load [T] - 1000
___________________________________________________
From formulas (1a) and (2a) it follows that the
towing with rope loop around the iceberg can be
performed as the towing with one rope having
double weight
and double buoyancy force
.
Models of towing lines related to towing schemes
shown in Fig. 1 are performed in the Appendix. Fig.
9 perform the dependence of the rope tension
from the distance
, where
is total
length of the towing line between the points C and
D, in model and full scales. Curves 1 and 2 are
related to towing method I and II shown in Fig. 1a)
and Fig. 1b) respectively,
in model
scale and
in full scale. One can see that
the slope of the tension curve for the first towing
scheme is higher than for the second towing scheme
when the tension is relatively high.
Figure 9. Rope tension
versus distance decreasing
b
etween the boat and the iceberg in model (a) and full (b)
scales.
The shape of towing lines in steady towing
performed by schemes shown in Fig.1a) and Fig. 1b)
are performed in Fig. 10a,b) and Fig. 10c,d)
respectively in model and full scales. One can see
that all curves in Fig. 10 have small slopes. Thus
assumptions made in the Appendix for the
construction of the towing lines models are satisfied.
It is also visible that towing rope always has floating
part. In this case variations of the rope tension
influence significantly vertical displacement of the
towing lines and have insignificant influence on
horizontal displacements of points C, D and B in
comparison with the rope length. These
displacements are invisible in Fig. 10 and therefore
are shown by squares.
Figure10. The shape of towing lines in steady towing in model
(a,c) and full scales (b,d) calculated with different values of the
rope tension
.
Oscillations in unsteady towing. Dimensional
period of these oscillations is estimated by the
formula
, where
.
Periods
are shown in Fig. 11 versus the tow load
in model and full scales. Curves 1 and 2 are
related to the towing schemes shown respectively in
Fig. 1a) and Fig. 1b). The periods are decreased with
the increasing of the tow load. Representative value
of the period is few tens of seconds when the towing
is occurred according to Fig. 1b). Periods of
oscillations in the towing scheme in Fig. 1a) are
smaller 10 sec in model scale and 20 sec in full scale
when tow load is relatively high. Periods of
oscillations in the towing scheme in Fig. 1b) are
higher then in the towing scheme in Fig. 1a) . From
Fig. 11a) follows that period
is closed to period
of the first natural mode of the tank, when the
rope tension is about 2 N. It can create resonance
effect. In full scale period
can be closed to swell
period. For the conditions of the Barents Sea swell
period is about 12 s. From Fig. 10b) it follows that
the swell period can be closed to the period
when
the towing is performed according to the scheme in
Fig. 1a).
512