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    Chapter VI. Propulsion of Ships

    The propulsion system of a ship is to provide thethrustto the ship to overcome the resistance.

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    6.1 Introduction Propulsive Devices (reading p205-209)

    Paddle-Wheels: hile the draft varying !ith ship displacement"

    the immersion of !heels also varies. The !heels may come out

    of !ater !hen the ship is rolling" causing erratic course-#eeping"

    $ they are li#ely to damage from rough seas.

    Propellers: %ts first use !as in a steam-driven &oat at '.. in

    *0+. ,dvantages over paddle-!heels are"

    ) not su&stantially affected &y normal changes in draft

    2) not easily damaged) decreasing the !idth of the ship" $

    +) good efficiency driven &y lighter engine.

    /ince then" propellers have dominatedin use of marine

    propulsion.

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    Paddle Wheels Propulsion (Stern)

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    Paddle Wheels Propulsion (idship)

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    Propeller (!-"lade)

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    Propeller (!-"lade)# $udder

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    %et t&pe: ater is dra!n &y a pump $ delivered stern!ards as a

    et at a high velocity. The reaction providing the thrust. %t1s use

    has &een restricted to special types of ships.

    'ther propulsion Devices:

    1. oles (Duct) Propellers*main purpose is to increase thethrust at lo! ship speed (tug" large oil tan#er)

    +. Vertical-,is Propellers: ,dvantage is to control the direction

    of thrust. Therefore" the ship has good maneuvera&ility.

    . Controlla"le-Pitch Propellers (CCP): The pitch of scre! can

    &e changed so that it !ill satisfy all !or#ing conditions./. 0andem and Contra-rotatin Propellers: %t is used &ecause

    the diameter of a propeller is restricted due to limit of the draft

    or other reasons (torpedo). The efficiency of the propeller

    usually decreases.

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    %et Propulsion

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    Vertical-,is Propellers

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    Vertical-,is Propellers

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    Controlla"le Pitch Propellers (CPP)

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    Contra-rotatin Propellers

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    0&pe of Ship achiner&

    1. Steam 2nine(no longer used in common)

    ,dvantages: ) good controlla&ility at all loads" 2) to &ereversed easily" $ ) rpm (rotations per minute) matches

    that of propellers

    isadvantages*.) very heavy 2.) occupy more space

    .) the output of po!er per cylinder is limited+.) fuel consumption is high

    +. Steam 0ur"ine

    ,dvantages:

    .) deliver a uniform turning tor3ue" good performance for large

    unit po!er output" 2.) thermal efficiency is high.

    isadvantages:

    .) is nonreversi&le 2.) rpm is too high" need a gear &o4 to

    reduce its rotating speed

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    . Internal com"ustion enines (Diesel enine)

    ,dvantages: .) are &uilt in all sies" fitted in ships ranging from

    small &oats to large super tan#ers" (less 00 hp 6 70"000 hp)

    2.) 8igh thermal efficiency.isadvantages: .) 8eavy cf. gas tur&ines

    +. 3as 0ur"ines (developed for aeronautical applications)

    ,dvantages: .) o not need &oiler" very light 2.) ffer continuous

    smooth driving" $ need very short !arm; time.

    isadvantages: .) e4pensive in cost and maintenance 2.) need a

    gear unit to reduce rpm.

    5. uclear reactors 4 tur"ine,dvantages .) do not need &oiler" fuel !eight is very small

    2.) operate full load for very long time (su&marine)

    isadvantages .) !eight of reactor and protection shield are heavy

    2)

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    Definition of Po5er

    Indicated horsepo5er (PI)*is measured in the cylinders (/team

    reciprocating engines) &y means of an instrument (an

    indicator;) !hich continuously records the gas or steam

    pressure throughout the length of the piston travel.

    pm- mean effective pressure (psi)

    L= >ength of piston stro#e (ft)n= num&er of !or#ing stro#es per second

    A= effective piston area (in2)

    n= num&er of cylinders

    ?550I mP p L A n=

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    ra7e 8orsepo5er (PB)*is the po!er measured at the cran#shaft

    coupling &y means of a mechanical hydraulic or electrical &ra#e.

    !here Q= &ra#e tor3ue (l&-ft) $ n= revolutions per second.

    Shaft horsepo5er (PS

    )*is the po!er transmitted through the shaft

    to the propeller. %t is usually measured a&oard ship as close to the

    propeller as possi&le &y means of a torsion meter .

    !here dS= shaft diameter (in)" G= shear modulus of elasticity of

    shaft material (psi)" = measured angle of t!ist (degree)"

    LS= length of shaft over !hich @ is measured $ n= revolution per

    second

    2 ? 550BP nQ=

    ( )+

    "0

    S

    S

    S

    d G nP

    bL

    =

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    Delivered horsepo5er (PD)*the po!er delivered to the propeller.

    0hrust horsepo5er (PT)*

    T= Thrust delivered &y propeller (l&)

    VA= advance velocity of propeller (ft?s)

    2ffective horsepo5er (PE 9 or 28P)*

    RT= total resistance (l&)

    Vs= advance velocity of ship (ft?s)

    ?550T AP T V=

    ?550E T sP R V=

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    Propulsion 2fficienc&

    0otal propulsion efficienc&

    can also &e replaced &y or

    , more meaningful measure of hydrodynamic performance

    of a propeller is: a 3uasi-propulsive coefficient"

    "

    " !here is the shaft

    ET S B I

    S

    D

    ED

    D

    DS S

    S

    PP P P

    P

    P

    P

    P

    P

    =

    =

    = transmission efficiency

    and thus" .

    - 9*A for ships !ith main engine aft

    - 9BA for ships !ith main engine amidship

    - smaller if a gear &o4 is used.

    T D S

    S

    =

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    6.+ Propeller 3eometr& and 0erminolo&

    Coss

    Cac#

    8u&cap

    Dace

    um"er of lades: 2" 9 /9 !"Eoss

    8u"cap

    Shaft

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    0he face surface of a "lade is a portion of a holicoidal surface

    0he helicoidal surface: Fonsidering a lineABperpendicular to

    a lineAAand supposing thatABrotates !ith uniform velocitya&outAAand at the same time moves alongAA!ith uniform

    velocity" the surface s!ept out &yABis a helicoidal surface.

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    Pitch*P!hen the lineABma#es one complete revolution

    and arrives atAB. %t traveled an a4ial distanceAA"

    !hich represents the pitchof the surface. The propeller&lade is part of that surface and the pitch is also called the

    pitch of the &lade.

    Pitch anle tan or tan2 2

    Gitch ratio: tan

    P P

    r rP PR

    PRD

    = =

    = =

    P

    o

    ,

    2 r

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    p*0

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    Developed ,reaAD

    2pended ,reaAE

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    oss*(a#a" 8u")

    oss diameter= The &lades at their lo!er ends or roots are

    attached to a &oss !hich in turn is attached to the propellershaft. 0he maimum diameter of this "oss is called the

    "oss diameter . The &oss diameter is usually made as small

    as possi"leand should &e no larger than the siesufficient

    to accommodate the "lades and satisf&in the

    re:uirement of strenth. %t is usually e4pressed as a

    fractionof the propeller diameter.

    ,t one time propeller &lades !ere manufactured separately

    from the &oss" &ut modern fi4ed pitch propellers have the&oss and &lades cast together. 8o!ever" in controlla"le

    pitch propellersit is of course necessary for &lades and

    &oss to &e manufactured separately.

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    lade outline*it is decided &y propeller series diarams.

    ;2panded "lade outlineeading edge

    Trailing edge

    G* figure 0.5

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    $a7e (a &lade isperpendicular or titled !.r.t the &oss )

    S7e5 (the s#e!ness of a &lade !.r.t. the center line)

    Pitch ratio

    %n case that the pitch"P,is not constant" then the pitch is

    defined asP = Ptip (the pitch at the tip of a propeller).

    Clade area ratio HAD/A0

    AD - Total (developed) &lade area clear of that of the &oss

    PPR

    D=

    2

    0 ? +A D=

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    6. 0heor& of Propeller ,ction

    ,ssumptions*

    ) replacing the propeller !ith a stationary actuating dis# across

    !hich the pressure is made to rise

    2) neglecting the rotational effect of propeller

    ) neglecting vortices shed from the &lade tip" $ frictional loss.

    DVA

    VA(1+b)VA(1+a)

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    omentum Conservation=orce > net momentum flu

    (horiontal)

    ( )( ) ( )

    ( )

    0

    2

    0

    H H (mass conservation)

    A A

    A A f A a

    A A

    T Q V b V

    Q a V A V A b V A

    T QV b A V a b

    = + = + +

    = = +

    2ner& 2:uation

    ( )

    ( )( )

    222

    2

    2

    0 0

    0

    2 2

    2 " " 2

    2 2

    or

    2 2

    AA

    A

    A

    V bV P

    g g

    b b VTA P T T A b b V

    A g

    b ba a

    ++ =

    + = = = +

    + = + =

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    ( )

    ( )

    0

    0

    0

    2

    0

    2 02 2

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    2tension of momentum theor&

    Fonsider the rotation of the flo! passing through the propeller

    disc." the reduced ideal efficiency &ecomes"

    2

    2

    2

    I $ I 0.

    2 I

    2

    !here is the rotation velocity of flo! after the propeller"$ is the rotation velocity of the propeller.

    I

    aa

    a

    a

    = >

    + = =

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    lade 2lement 0heor&%n the momentum conservation of a propeller" no detailed

    information can &e o&tained !ith regard to the effects of the

    &lade section shape on propeller thrust and efficiency.

    ( )

    ( )

    The total velo. at radius " " 2 .

    Thrust: cos sin

    Jesistance: sin cos

    Koment: $ and

    is a function depending on section shape (!in

    r A T T

    T L D

    F L D

    F L D

    r V V V V rN

    d d d

    d d d

    q d r d d f

    f

    = + =

    =

    = +

    =

    r r r

    ( )

    ( )

    g

    section theory). Dor a propeller" the relative advance velocity

    of the fluid at the disc" is $ the rotation velocity is

    I .

    AV a

    r a

    +

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    aVA

    LL1

    ( ) Ir a Ia r

    rV r=

    r

    AV

    a $ aare determined &y e4periments

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    6./ Similarit& ?a5 for Propellers

    ,lthough theoretical studies and C=Don propellers are very

    important and provides valua&le guideline for designing propeller"

    a great deal of #no!ledge concerning the performance of propellers

    has &een o&tained from propeller model tests. 8ence" it is

    necessary to e4amine the relation "et5een model and full-scale

    resultsas the case of resistance.%n open 5ater(not &ehind a ship)"

    ( )" " " " " "

    - rotational speed" - diameter of propeller- pressure in !ater" - dynamic viscosity

    - speed of advancing" - Thrust

    A

    A

    T f D V g n p

    n Dp

    V T

    =

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    2 + 2

    2

    22

    2 +

    Msing .," the non-dimensinal formula is given &y"

    " " "

    Droude N: "

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    %n open !ater" the propeller efficiency coeff.:

    .2 2 2

    hen all the dimensionless parameters are the same for the

    t!o propellers" the t!o propellers

    !ill &

    A T A T!

    Q Q

    TV V J

    nQ nD

    = = =

    1eometricall& similar

    2

    e .

    /cale ratio:

    Dor the same Droude N:

    Dor the same advance ratio (most important)

    indicating the model rotating faster.

    s

    m

    As s

    Am m

    s As m

    m Am s

    DD

    V D

    V D

    n V D

    n V D

    =

    = =

    = = =

    d&namicall& similar

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    2 2 2 2

    Dor the same < = + a

    vacuum (cavitation) tunnel.

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    Dor the same Je: "

    !hich is contradict to the similarity of Dr. Therefore" it is almost

    impossi&le to satisfy the Dr $ Je similarity la!s simutanously.

    /imilar to the assumption made

    As m s

    Am s m

    V D $

    V D $ = =

    in model resisrtance tests" !e

    assume viscous force is independent of other dynamic forces.

    8ence" it may &e computed separately. %n reality" viscous force

    is usually a small portion of the total force. The smilarity of

    Je is neglected in propeller model tests.

    Therefore" propeller model tests follo!s $ (advance

    ratio) similarity la!s. %f the cavitation is relevant" then the

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    6.! Propeller odel 0est, test on a model propeller is run either in a to!ing tan# or a

    running flo! in a !ater tunnel (cavitation tunnel) !ithout a model

    hull in front of it" !hich is called ;open 5ater< tests.

    ) VA= velo.of flo!

    2.) n- rotation ofmotor

    .)p!- pressure can

    &e controlled

    KeasureVA% Q% T%

    andn&

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    Development

    of cavitations

    of a propeller

    in a

    cavitation

    tunnel

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    Trust coeff Toe3ue coeffT Q

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    Q

    T

    Testing results

    0

    AV

    JnD

    =

    /lip ratio " Gitch ratio " section types $ N of &lades.AV P

    nP D

    = =

    2 + 2 5Trust coeff. " Toe3ue coeff. "

    .2 2

    T Q

    A T!

    Q

    Q

    n D n D

    TV J

    nQ

    = =

    = ='pen- 5ater efficient

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    Purpose of open-5ater tests

    %t is usually to carry out open !ater tests on standard series of

    propellers. Their features (such as N of &lades" &lade outline

    shape" &lade area ratio" &lade section shape" &lade thic#ness

    fraction" &oss diameter $ pitch-diameter ratio) are

    systematically varied. The result data are summaried in a set of

    particular diagrams" !hich can &e used for design purposes. e!ill study ho! to use these diagrams later for designing a

    propeller.

    /tudying the efficiency of a propeller and find a propeller !ith&etter efficiency

    /tudying the e4tent and development of cavitations over a

    propeller.