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)
355
Apparentlyazipodsreveal certain advantages for
ships sailing in ice covered waters because high
power azipods with mechanical gear have been
recentlydevelopedandadvertised.
Figure3.Tankerdesignedforarcticwaters.[2]
Another remarkable tendency in shipping in the
XXI century is the tendency to increase safety
standards, in particular safety standards for
passenger ships, either cruise ships or others, e.g.
passengercarferries.Importantcasualties, if only to
mentionEstoniaorCostaConcordiadisasters,stirred
public opinion and forced authorities and the
InternationalMaritimeOrganisation(IMO)toinclude
in their work programmes development of
enhancedsafetystandardsforpassengerships.
Theimportanceofsafetyatsea andprotectionof
sea environment from pollution from ships is now
well recognized and IMO is actually responsible for
development and for implementation of respective
requirements
in the form of regulations and
recommendations. For the first time in history of
seafaring international organization responsible for
safety at sea and protection of sea environment was
created. IMO work influences greatly the design of
futureshipsandthisinturn,createsnewchallenges
to the important element of design,
ship
hydrodynamics.
Allthesefactorscausedthatnavalarchitecture
and in particular ship hydrodynamics faces some
important challenges. There are at least three
important areas where this is particularly felt:
environmentpollution,safetyandeconomy.
3 SHORTHISTORICALDEVELOPMENTOFSHIP
HYDROMECHANICS
Shipisfloatingobject.Itisthereforesubjected
tolaws
ofhydromechanics.Iftheshipisatrestincalmwater,
Archimedes law is valid. The static pressures act on
the submerged external surface of ship hull. This is
comparativesimpleproblemofhydromechanics,well
known since Archimedes times, in fact it consists of
calculationofareasandvolumes.
Shipswerebuiltfor
centuries with only some hydrostatic calculations
made.
In old times this was only Archimedes law that
was intuitively observed and beca use of that before
Archimedes, people did not realize that when
building ships they obeyed Archimedes law, but
intuitivelytheymadeuseofit.
With progressing
time and development of
technology ship hydromechanics was studied, and
shipbuildersmademoreandmoreextensiveuseofit.
At first only hydrostatics was studied, floatation,
static stability, subdivision. Later on, ship
hydrodynamics was applied in ship design, firstly
shipresistanceandpropulsion,lateronshipmotions
in waves, manoeuvrability, dynamic
stability and
theory of propellers. Nowadays, with the advent of
computeriseddesignshiphydrodynamicsconstitutes
background of any computer code used in ship
designprocess.
Basic laws of ship hydrodynamics were known
quite a long time ago. Leonhard Euler and other
scientistsmadeimportantcontributioninthisrespect,
but naval
architecture was really more craft than
science. Only in the second half of the nineteenth
century hydrodynamics began to influence naval
architecture appreciably. Bouguer, however, laid
down the fundamentals of naval architecture based
on hydrodynamics little earlier. Still, even in the
twentiethcentury,beforethesecondworldwar, only
laws of
hydrostatics were applied,ship
hydrodynamics pla y ed small part in naval
architecture and its application was limited to the
extensive use of someempirical formulae. Only
afterthe second worldwar we may observe
development of calculation methods based on
accuratetheoreticalbackground.
Emerging computer technologyenabled
transformation of theoretical models
into pra ctical
calculation methods that are used in ship design
process. In the advent of twenty first century we
observe rapid development of computer technology,
weobservealsonewchallengestoshipbuilding.This
in turn developed new challenges to ship
hydromechanics. Although basic theory remains the
same, new tools available make
possible to develop
practicalmethodsusedinshipdesign processbased
on rigorous theoretical approach that was never
possibleinthepast.
In the nineteenth century when mechanical
powering replaced sails and oars the need arose to
predictaccuratelythenecessarypower of enginesin
ordertoachievedesiredspeed.
Thiswasproblemof
estimatingforcesactingonmovingshipandproblem
of efficiency of screw propulsion. With lack of
possibility to made prediction on the basis of
theoreticalcalculations,modeltestswereproposedby
William Froude and his method is used until these
days. Model tests found wide application not
only
withregardtopropulsion,butlateron,alsotoother
ship characteristics, as for example motion amongst
thewavesandmanoeuvrability.
Theoretical equations enabling calculation of
forcesactingonthemovingshipandpredictionits
motionswereknown,butpracticalcalculationswere
notpossibleduetoextremely large amount
ofwork
needed.Wideapplicationofcomputertechnologyat
theend of thetwentieth century madeitpossible to
find methods based on Navier‐Stokes equations
applicableto make accurate analysis of flow pattern
around of the body of the moving ship, and to
calculateforcesacting,butmodeltestsremained
still
the most reliable method of simulating the highly
complicatedphenomenaofflowaroundshiphulland
propeller, in particular when the ship is moving
amongstthewaves.
Computer programmes are now widely used for
analysis of flow and for optimisation purposes and
now they consist important part of any
design
procedures of modern ship, where the model tests
stillremainimportanttoolinthedesignprocess.This