79
C5–influenceofpitching;
C6–influenceofyawing;
C7–effectofsurge;
C8–effectofsway;
C9–effectofheave;
C10–influenceofsquateffect.
The experience of exploitation the fast going
passenger/cargo Ferries or Container vessels in
shallow waters of Pomeranian Bay, allows
to state
thatthesquateffectispredominant whenthevessel
approachingŚwinoujście harbour out of the main
approachingchannel.
Passenger/cargo Ferries or Container vessels are
sailinginthisareawithspeedofaround14‐15knots.
Theory for hydrodynamic effects in shallow waters
shows,thatsquateffectis
usuallyfeltmorewhenthe
depth/draft ratio is less than four (Barras, 1978).
Ship’s velocity increasing interaction of a low‐
pressureareasothatshipispulleddownasshownin
Figure3.Thissquateffectresultsfromacombination
of vertical sinking and a change of trim that may
cause
thevesseltodiptowardsthesternortowards
thebow.
Squat effect is approximately proportional to the
square of the speed of the ship (Barras, 1978,
Rutkowski, 2012, Jurdziński, 2013) . Thus, by
reducingspeedbyhalf,thesquateffectisreducedby
afactoroffour.
Figure3. The hydrodynamiceffects in deepsea (1) and in
shallowwaters(2).(authorsWalke,SemhurWikipedia)
Duetothepredominantinfluenceofsquateffectin
the resistance of ship’s hull navigating in shallow
waters of Pomeranian Bay, the consequences of the
abovearedescribedbelow.Figure4showshowmuch
the increase of the resistance of ship’s hull is
producinganeffectofreductionofship’sspeed
and
increaseoffuelconsumption.
In nominal exploitation conditions the curve of
propeller K
s, shown in figure 4, makes the power
requirementdependentonship’sspeed.Atthesame
timethefuelsettingh
Nisgivinganominalquantity
offuelpertimeunit.PointAinfigure4corresponds
to the nominal power conditions N
N at the nominal
fuelsettingh
N,andnominalship’sspeedVN.
PointEinfigure4correspondstotheeconomical
powerconditions.In conditions,when theresistance
ofship’shullisraising,thepowerNandspeedVare
falling down, reaching the heavy curve of propeller
K
C.Atthesametimethefueladjusterisgivingmore
fuelpertimeunittoattainanominalsettingh
N.New
conditions of sailing correspond to the point C in
figure4.Innominalquantityoffueldistributionper
time unit we have the reduced power and speed of
ship.
Figure4. The propeller K and fuel h setting curves
(byauthor)
where
K
Ccorrespondstotheheavycurve,arisingincase
ofincreasedresistanceofship’shull.
K
Lcorrespondstothereducedresistance.CurveshN,
hE, hL correspond to the fuel settings: nominal,
economic,andlow,respectively.
Itisnopossibletosetmorefuelpertimeunitthan
characterizedbythenominalcurveh
N.Itmeans,that
incase of increased resistance of the ship’s hull,the
fullpoweroftheengineisnottouse:N
C<NN.
Tables1 and 2display theresultsof trial testsof
main engines, made on board the passenger/cargo
Ferries, serving on regular lines between ports of
Świnoujście and Trelleborg, M/F “Wolin” and M/F
“Gryf”.FerryM/F“Wolin”issuppliedwithfourmain
engines MAN B&W, type 6L40/45 with
nominal
powerof3300kWofeach.Thetotalaccessiblepower
is13200kW.FerryM/F“Gryf”issuppliedwithtwo
main engines Wartsila‐Sulzer, type ZA40S with
nominal power of 3960 kW of each. The total
accessiblepoweris7920kW.
Time schedule of such regular service is
very
restricted,andanybreakloadcausingtheincreasein
fuel consumption, as it was displayed in Tables 1
and2.
Table1.M/F“Wolin”,MANB&Wengine,type6L40/45
_______________________________________________
Power(%)25 50 75 85 100 110
Power(kW) 825 1650 2475 2805 3300 3630
Brakeload(kN) 18.7527.5 41.7546.7555 60.5
Fuelconsumption 201.3342.1487.4551.0646.7714.9
(Kg/Hr)
_______________________________________________
(testresultsforM/F“Wolin”)