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)
317
Ferry
Length
overall
[m]
Draft
[m]
Fn‐Surface
areaofthe
above‐water
body[m2]
Fp‐Surface
areaofthe
underwater
part[m2]
k=Fp/Fn
Scandinavia 243,3 6,30 6293,49 1447,25 0,2299
Figure6.Scandinavia ferry‐contourandcharacteristicsof
the surface of the longitudinal section above and
underwaterpartofthehull.
Ferry
Length
overall
[m]
Draft
[m]
Fn‐Surfacearea
oftheabove‐
waterbody[m2]
Fp‐Surface
areaofthe
underwater
part[m2]
k=Fp/Fn
Germanica 240,1 6,15 5814,48 1328,50 0,2285
Figure7. Germanica ferry‐contour and characteristics of
the surface of the longitudinal section above and
underwaterpartofthehull.
Inordertocarryouttheanalysisofsafeapproach
anddepartureofshipsinbothvariantsofthelocation
of the ramp at the ferry terminal in the port of
Gdynia, the simulation model PCS1 (Fig. 8) was
selected. The characteristics and contours of the
simulationmodelareshownin
Figure8.
Ferry
Length
overall[m]
Draft
[m]
Fn‐Surfacearea
oftheabove‐
waterbody[m2]
Fp‐Surfaceareaof
theunderwaterpart
[m2]
PCS1 290,00 8,00 6172,00 1417
Figure8. Simulation model PCS1‐contour and
characteristics of the surface of the longitudinal section
aboveandunderwaterpartofthehull.
4 WINDLOADS
The main component of the resistance when
maneuveringtheferryatlowspeedsistheforceofair
pressure on the above‐water part of the shipʹs hull
(waveresistanceandfrictioncanbeneglected).Itcan
becalculatedbytheformula[3,4]:
Rpow.=0,5*Cpow.*
ρpow.*V2pow.*Fn
where:
Rpow.‐ airresistance(kG)
Cpow.‐ coefficientofairresistance(forthehull1.0,
forsimplesuperstructures1.0to1.2)
ρpow.‐ airdensity1,226kg/m3attemperaturę20C
andnormalatmosphericpressure1013hPa;
Vpow.‐relativeairvelocity(m/s);
Fn‐surfaceofthelongitudinalshipʹssection
(m2)
After entering the averaged values Cpow. = 1,1,
andρpow. = 1,226 kg/m3, the above can be
simplifiedtotheform[3,4]:
Rpow.=0,069*V2pow.*Fn[kG]
Thisformula wasusedtocalculatewindpressure
forcesonthesurfaceofthelongitudinalshipʹssection.
In case of mooring and unmooring maneuvers
without the assistance of tugs, in the most
unfavorable directions and wind force, the power
generatedbythethrustersandmainenginesmustbe
greaterthanthecalculatedwindpressureforcesofthe
characteristic vessels and the simulation model
considered. A summary of the
calculated wind
pressureforcesisshowninTable1.
Table1.Listofwindpressureforces
_______________________________________________
FerryWind WindWind
Force speedpressure
[
o
B] [m/s]force[KG]
_______________________________________________
Scandinavia 4
o
5,5‐7,9 27101,6
5
o
8,0‐10,7 49717,4
6
o
10,8‐13,882698,7
7
o
13,9‐15,0 97766,4
Stena4
o
5,5‐7,9 29169,0
5
o
8,0‐10,7 53510,1
6
o
10,8‐13,889007,4
7
o
13,9‐15,0 105160,0
Germanica 4
o
5,5‐7,9 25038,5
5
o
8,0‐10,7 45933,3
6
o
10,8‐13,876404,4
7
o
13,9‐15,0 90269,8
ModelPCS1 4
o
7,926578,4
5
o
10,748757,6
6
o
13,881102,3
7
o
15,095820,3
_______________________________________________
Comparison of the longitudinal sectional area of
theunderwaterpartoftheFphulltothelongitudinal
sectionoftheabovewatersectionoftheFndetermine
(k = Fp / Fn) that the adopted simulation model
differsinanon‐significantwayfrommodelswiththe
characteristicparameterspresentedin
Table1(onlyin
thecaseoftheStenaferry,about12%).Theresultsfor
the model adopted for simulation and maneuvers
reliably correspond to a ferry with the characteristic
parameterspresentedinTable1.
The selected model corresponds to the
characteristicferries (similardimensions,theratio of
thesurface
areaofthewaterbodytothesurfacearea
of the underwater part and characteristics of
maneuveringdevices).Theshortageofpowerof the
bow thruster on the bow in the selected model in
relation to the set of characteristic ferries is
compensated by the application in which the
simulatoris
equipped.Similarly,thepowershortage
ontheboltshasbeensupplemented. The simulation