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72
Both real time and fast time manoeuvring solvers
are generally based on the determined hydrodynamic
coefficients that come from captive model tests in a
towing tank or planar motion mechanisms [1]. Most
recently CFD application has been of interest as an
alternative for towing tank model tests [2]. However,
as it is difficult to take into the account the interaction
of propulsion and steering with vessel main hull,
these mathematical models should be validated before
using in manoeuvring solvers. Towing tank
experiments usually suffer from model scale effects,
and as the viscous effects in manoeuvring are not
fully understood, there would be a high level of
uncertainty when extending these results to fullscale
[3], There have been several attempts for validating
the manoeuvring mathematical models. Free-running
model tests can provide a higher level of accuracy as
the size of the model is not restricted by carriage
equipment in the tank and models are typically made
in larger scales [4]. Although the scale effects for hull,
rudder and propeller are still important in free
running model tests, the interaction of hull, propeller
and rudder are fully considered in free running model
tests. Validation of manoeuvring mathematical
models through this method shows more course-
stability than measurements [5,11].
Standard ship manoeuvering tests in fullscale are
considered as part of ship delivery sea trials [6], and
the results are made available through pilot cards or
wheelhouse posters. These results are often used for
validation of ship manoeuvering simulation models
[7]. Although sea trial results are good for developing
manoeuvering models, there are still several reasons
that they cannot be considered as a good measure for
validating fast or real time manoeuvring solvers. The
sea trial is typically handled in deep water as
executing the tests in shallow waters is risky, and in
most cases the vessels are in ballast or half-laden
condition, where the manoeuvering characteristics
can’t be easily scaled to deeper drafts.
NCOS ONLINE Manoeuvring Module is DHI’s
advanced manoeuvring simulation tool which
combines high level weather forecast systems with
FORCE Technology’s SimFlex4 manoeuvring solver to
identify risks in pilotage and handling of deep drafted
vessels in shallow and laterally restricted navigation
channels. NCOS ONLINE uses an autopilot algorithm
based on PID controller combined with line-of-sight
algorithm to navigate the ship through the channel in
fast time simulation [8]. The mathematical model
implemented in NCOS ONLINE is a fully coupled six
degrees of freedom dynamic model in which the
hydrodynamic effects are tabulated based on the
results of towing tank model tests, numerical
calculations, and experiences with similar fullscale
vessels [9]. NCOS ONLINE uses a detailed
representation of forcing on vessel dynamic through
databases coming from wind tunnel model tests.
Ideally, the forecast system, the mathematical model
of the ship hydrodynamics, confined waterway
interactions models and the autopilot algorithm itself
are considered as the sources of uncertainty in NCOS
ONLINE simulation. Making the test bed for
validating these various components individually
through model scale tests not only time and cost
consuming, but also fail to capture the interactions
between various elements. In previous attempts, the
performance of NCOS ONLINE autopilot has been
validated against human pilot performance through
real time full bridge simulation, by using the same
mathematical models and forcing condition, which
seemed promising in terms of autopilot following the
human pilot decisions with acceptable accuracy [8].
However, in order to provide a basis for full
validation of the model, in this paper the fullscale
measurement on a real transit is identified as the most
efficient way in terms of precision, time and cost.
Fullscale measurements on actual vessel transits will
enable the full validation of forecast models, vessel
dynamic mathematical model, and autopilot
algorithm performance all at a same time.
2 FULLSCALE MEASUREMENT
2.1 Vessel particulars and metocean condition
The measurements have been done on a Panamax
class containership approaching to Port of Auckland.
The outline of navigation channel is given in Figure 1.
Figure 1. Port of Auckland navigation channel and
significant waypoints
The main particulars of the vessel and loading
conditions are given in Table 1.
Table 1. Vessel particulars and loading condition
________________________________________________
Ship Type Panamax Containership
________________________________________________
LOA (m) 294.05
Beam (m) 32.2
Draft Mid (m) 11.9
Trim by Aft (m) 0.2
GM (m) 1.64 Free surface corrected
Lateral Windage Area (sq.m) 6761
Frontal Windage Area (sq.m) 1125
Engine MCR 41130 KW x 104.0 RPM
Rudder Type X-Twisted Leading Edge
Rudder Aspect Ratio 1.533%
Wetted Rudder Area (sq.m) 60.23
________________________________________________
The swell height during the approach was
insignificant and is not expected to affect the results.
The wind and current varied along the channel at
time of the transit as given in Figure 2. Wind speed
was moderate, between 14 to 20kn easterly, and the
transit started on a moderate flooding current slightly
exceeding 1kn, giving adequate under keel clearance
during the passage.