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    Vijayamangalam – 638 056

    Department of Mechanical Engineering

    Effective Study Material

    ME 660 – !a" Dynamic" and #et $ropul"ion

    $repared %y

    &'(avindiran' ME')

    *""i"tant $rofe""or)

    Department of Mechanical Engineering)

    Sa"urie &ollege of Engineering'

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    Vijayamangalam – 638 056

    Department of Mechanical EngineeringSubject Name: Gas Dynamics and Jet Propulsion

    +,-. -

    /*S-& &,&E$.S *,D -SE,.($-& 12S

    Energy and momentum equations of compressible fluid flos ! Stagnation states" Mach a#es

    and Mach cone ! Effect of Mach number on compressibility ! $sentropic flo through #ariable

    ducts ! No%%le and Diffusers

    $*(.4*

    ' Define compressible flo and Mach number& *pril7May 059 *pril7May 009

    :ey ;int<

    &ompre""i%le flo=<

    • 'he density of the fluid changes from point to point ()≠  *onstant+  mar>9

    Mach num%er<

      'he ratio of the fluid #elocity to the #elocity of sound

     M =c

    a

    mar>9

    ,& Define stagnation state& ,ov7Dec 09 *pril7May 009:ey ;int<

    $t is obtained by decelerating a gas isentropically to %ero #elocity at %ero ele#ation&

    mar>"9

    -& Distinguish beteen no%%le and diffuser& May7#une 09:ey ;int<

    ,o??le<

      $t is used to increase the #elocity and decrease the pressure of fluids&   mar>9

    Diffu"er<

    • $t is used to increase the pressure and decrease the #elocity of fluids&  mar>9

    .& /hen does ma0imum flo occur for an isentropic flo ith #ariable area duct1

    May7#une 09 ,ov7Dec 09

    :ey ;int<

    Mass flo rate ill be ma0imum at throat section here the Mach number is one&

    mar>"9

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    2& Define %one of action and %one of silence& ,ov7Dec 039

    :ey ;int<

    @one of action<

    •'he region inside the Mach cone&   mar>9

    @one of "ilence<

    • 'he region outside the Mach cone&   mar>9

    3& Name the different regions of compressible fluid flo& ,ov7Dec 039 May7#une 09

    :ey ;int<

    • $ncompressible flo region

    • Subsonic flo region

    • 'ransonic flo region

    • Supersonic flo region

    • 4ypersonic flo region mar>"9

    5& /hat are the basic differences beteen compressible and incompressible flos1

    May7#une 039

    :ey ;int<

    &ompre""i%le flo=<

    • 'he density of the fluid changes from point to point ()≠

     *onstant+  mar>9

    -n &ompre""i%le flo=<

    •'he density of the fluid is constant ()

    ≠ *onstant+ 

    mar>9

    6& /hat is the cross section of the no%%le required to increase the #elocity of compressible

    fluid flo from (a+ Subsonic to supersonic" (b+ Subsonic to sonic& May7#une 09

    :ey ;int<

    'he cross section of the no%%le is decided based on the equation"dA

     A  7dc

    c (M, ! 8+

    a9 Su%"onic to "uper"onic< *on#ergent 9 Di#ergent  mar>9

      Su%"onic to "onic< *on#ergent  mar>9

    & /hat is subsonic" sonic and supersonic flo ith respect to Mach number1 *pril7May

    09 *pril7May 009

    :ey ;int<

    Su%"onic

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    • Super"onic< ;luid #elocity is more than the sound #elocity mar>"9

    891or Diffu"er< =rea ! $ncreases

    >elocity ! Decreases mar>988& ?one of silence is absent in subsonic flo& /hy1 May7#une 09

    :ey ;int<

    $t is obser#ed that the a#e fronts mo#e ahead of the source of disturbance and therefore

    the %one of silence is absent&  mar>"9

    8,& Name the four reference #elocities that are used in e0pressing the third #elocities in non9

    dimensional form& May7#une 039

    :ey ;int<

    8& @ocal #elocity of sound&

    ,& Stagnation #elocity of sound&-& Ma0imum #elocity of fluid&

    .& *ritical #elocity of fluid&  mar>"9

    8-& /hat is mean by gas dynamics1 *pril7May 059

    :ey ;int<

    Gas dynamics deals ith the study of motion of gases and its effects& 

    mar>"9

    8.& E0press the stagnation enthalpy in terms of static enthalpy and #elocity of flo& ,ov7Dec

    00A9 :ey ;int<

    h0=h+1

    2c2

      mar>"9

    82& /hat is the ad#antage of using MA (second Bind of Mach number+ instead of M (@ocal

    Mach Number+ in some cases1 May7#une 00A9 ,ov7Dec 0089

    :ey ;int<

    • =t high #elocities M approaches infinity but MA gi#es a finite #alue&

    • M is proportional to the fluid #elocity and sound #elocity" but M A is proportional

    to the fluid #elocity alone&  mar>"9

    $art – /

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    8& = conical diffuser has entry and e0it diameters of 82cm and -

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    M,7

    c2

    a2  

    c, 7 65,&6 ms mar>"9

    m 7 )=cm

     A=1040.96 kg/ sm2

    mar>"9

    -& =ir (78&." 7,65JBgC+ enters a straight a0isymmetric duct at -

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     p0− p

     p ×γ 

    2 M 

    2

    =1+ M 

    2

    4+ (2−γ )

    24 M 

    4

    mar>"9

     M =c

    a

     p×γ 

    2 M 

    2=1+ M 

    2

    4+

    (2−γ )24

     M 4

    mar>"9

     p0− p

    1

    2 ρc

    2

    =1+ M 

    2

    4+ M 

    4

    40

    mar>"9

    3& =n air jet at ."9

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    5& =n aircraft flies at a #elocity of 5

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    c2  7 .,&- ms mar>"9

    m 7 ),=,c,

    m 7 36&65 Bgs mar>"9

    (b+ M, 7 "9

    +,-. --

    12 .;(+!; D+&.S

    ;los through constant area ducts ith heat transfer (ayleigh flo+ and ;riction (;anno flo+ ! 

    #ariation of flo properties&

    8& /hat is meant by stagnation pressure1 *pril7May 059:ey ;int<

    $t is the pressure of the gas hen it is isentropically decelerated to %ero #elocity at %ero

    ele#ation&  mar>"9

    ,& Gi#e =ssumptions made on ayleigh ;lo& May7#une 09 ,ov7Dec 039 May7#une

    09

    :ey ;int<

    • 89D steady flo&

    • ;lo in constant area&

    'he gas is perfect&

    • =bsence of orB transfer across the boundaries&  mar>"9

    -& Define critical condition in ;anno flo& May7#une 09

    :ey ;int<

    Due to friction in subsonic or supersonic flo in a constant area duct" flo ill reach

    the critical condition here M 7 8&  mar>"9

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    .& /hat is impulse function and gi#e its uses1 May7#une 039:ey ;int<

    'he sum of pressure force and impulse force gi#es impulse function&  mar>"9

    2& Gi#e the e0pression for

    T 0

    T   and

    T ¿

    T   for isentropic flo through #ariable area in terms

    of Mach number& May7#une 039:ey ;int<

    T 0

    T  =1+

    γ −12

     M 2

    mar>9

    T ¿

    T  =

      2

    γ +1+γ −1γ +1

     M 2

    mar>9

    3& Define ;anno flo and hat are the assumptions made for ;anno flo1 *pril7May 059

    ,ov7 Dec 09 ,ov7 Dec 039 ,ov7 Dec 09 *pril7May 09

    :ey ;int<

    1anno flo=<

    ;lo in a constant area duct ith friction and ithout heat transfer&  mar>9

    *""umption"<

    • 89D steady flo

    • ;lo taBes place in constant sectional area&

    • 'here is no heat transfer& 

    • 'he gas is perfect ith constant specific heats& mar>9

    B' Gi#e to practical e0amples for ;anno flo and ayleigh flo analysis& ,ov7 Dec 0)

    *pril7May 09

    :ey ;int<

    1anno flo=<

     

    ;lo in air breathing engines&

     

    ;lo in refrigeration and air conditioning&  mar>9

    (ayleigh flo=<

    •;lo in combustion chamber&

    • ;lo in heat e0changers&  mar>9

    8' /here are the con#ergent no%%les and con#ergent ! di#ergent no%%les used1 *pril7May009

    :ey ;int<

    &onvergent no??le"

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    • Subsonic and sonic flos&

      $t is used as flo measuring and flo regulating de#ices&  mar>9

    &onvergent – divergent no??le"<

    •  Supersonic flo&  mar>9

    A' /hat is chocBed flo through a no%%le1 ,ov7Dec 039

    :ey ;int<

    'he ma0imum mass flo conditions are reached hen the throat pressure ratioachie#es critical #alue& =fter that there is no further increase in mass flo ith decrease in

     bacB pressure&  mar>"9

    8"9

    88& @ist some flo properties& May7#une 09

    :ey ;int<

    • Mass density&

    • Specific #olume

    • Specific eight• 'emperature

    • Specific gra#ity mar>"9

    8,& Gi#e the assumption made in $sothermal flo&

    :ey ;int<

    • Ine dimensional flo&

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    • *onstant area duct&

    • 'he gas is perfect&

     

    ;rictional flo at constant temperature&  mar>"9

    8-& /rite don the e0pression for the pressure ratio of to sections in terms of Mach number

    in ayleigh flo&

    :ey ;int<

     p2

     p1

    =1+γ M 1

    2

    1+γ M 2

    2

      mar>"9

    8.& /hat are the three equation go#erning ;anno Process1

    :ey ;int<

    • Energy equation

    • *ontinuity equation

    • Equation of state&  mar>"9

    82& Define fannings coefficient of sBin friction&

    :ey ;int<

    $t is the ratio beteen the all shear stress and dynamic head&   mar>"9

    $art – /

    8& = circular duct passes 6&,2 Bgs of air at an e0it Mach number of

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     L=305.59m mar>"9

    (iii+ ;rom ;anno flo table" 7 8&. " M, 7

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    T ¿ =0.953

    ', 7 8388&-2C 

    cc

    ¿ =0.625

    c, 7 282&88 ms mar>"9

    '< ma0 7 '

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    T 1

    T 01=0.444,

     p1

     p01=0.0585

    '8 7 ,.

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     p1

     p1

    ¿ =2.207, p

    0

     p0

    ¿ =1.217,T 

    1

    T 1

    ¿ =0.305,T 

    0

    T 0

    ¿ =0.252

     p, 7 -&-bar" ', 7 .."9

    ∆ p0= p01− p02

    ∆ p0=0.735 ¿̄

    mar>"9

    Q=m c p(T 02−T 01)

    Q=962.3 kJ / kg mar>"9

    3& = con#ergent ! di#ergent no%%le is pro#ided ith a pipe of constant cross section at its

    e0it& 'he e0it diameter of the no%%le and that of the pipe is ."9

    4 f́ L

     D  =[

    4 f́ Lmax

     D  ]

     M 1

    −[ 4 f́ Lmax

     D  ]

     M 2

     Lmax=968cm mar>"9

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    ;rom ;anno table" 7 8&." M8 7 8&6

     p1

     p¿ =0.474,

    T 1

    T 1

    ¿ =0.728

     p¿=4.405 ¿̄

    T 1

    ¿ =500.275 K  mar>"9

    5& 'he stagnation temperature of air is raised from 62"9

    6& 'he Mach number at inlet and e0it for a ayleigh flo are - and 8&2 respecti#ely& =t inlet

    static pressure is 2

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    T 1

    T 01=0.357,

     p1

     p01=0.0272

    ayleigh flo table" 7 8&. and M8 7 -"

     p1

     p1

    ¿ =0.176, p

    0

     p0

    ¿ =3.424,T 

    1

    T 1

    ¿ =0.281,T 

    0

    T 0

    ¿ =0.654

    ayleigh flo table" 7 8&. and M, 7 8&2" p

    2

     p2

    ¿ =0.578, p

    0

     p0

    ¿ =1.122,T 

    2

    T 2

    ¿ =0.753,T 

    0

    T 0

    ¿ =0.909

     p2=1.64 ,̄ T 

    2=282.19 K , c

    2=505.56m/s

    3 mar>"9

     p1

     p01=0.0272

     p"9

     p2

     p1¿¿

    ¿ γ −1γ 

    ¿T 2

    T 1¿

    s2−s1=c p ln¿

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    s2−s

    1=649.51 J /kgK 

    3 mar>"9

    'he heat transfer rate is positi#e" it is cooling process mar>"9

    +,-. – ---

    ,(M*2 *,D /2-C+E S;&:S

    Go#erning equations ! >ariation of flo parameters across the normal and oblique shocBs !

    Prandtl ! Meyer relations ! =pplications&

    $*(. *

    8& /hat is Iblique shocB1 *pril7May 059 ,ov7Dec 09 *pril7May 09

    :ey ;int<

    • /hen the shocB a#e is inclined at an angle to flo&  mar>"9

    ,& /rite the Prantl ! Meyer relation1 *pril7May 059 ,ov7Dec 09

    :ey ;int<

    a¿ 2=c x c 

     M  x¿

      ×M  ¿ =1

    mar>"9

    -& /hy the efficiency of a machine" e0periencing shocB a#e is considerably lo1

    May7#une 09

    :ey ;int<

    • ShocB may cause boundary layer separation and de#iation of flo from its designed

    direction&

    • 'here ill be a loss in stagnation pressure and increase in entropy across the shocB 

    a#e&  mar>"9

    .& /hat is the use of pitot tube in supersonic flo1 May7#une 09

    :ey ;int

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    • $ntroduction of the pitot tube produces a cur#ed shocB a little distance upstream of its

    mouth&

    • 'herefore it measures the stagnation pressure donstream the shocB a#e&  mar>"9

    2& /hat are the beneficial and ad#erse effects of shocB a#es1 May7#une 09:ey ;int<

    /eneficial effect"<

    • = strong a#e is utili%ed to accelerate the flo to a high Mach number in a shocB tube&

    • sed in supersonic compressor to obtain considerably high pressure ratio in one stge&

    *dver"e effect"<

     

    $t cause undesirable interference ith normal flo beha#ior& 'herefore" the efficiency

    of turbo machineries decreases&

     

    $t create sonic flos in supersonic aircraft and damage the flo passage&   mar>"9

    3& /hy the shocB a#es cannot be de#eloped in subsonic flo1 *pril7May 09:ey ;int<

    >elocity of fluid is less than the #elocity of sound& Due to this reason deceleration is

    not possible in subsonic flo&  mar>"9

    5& Mention the useful applications of shocB a#e& *pril7May 009

    :ey ;int<

    • Jet engines

    • ShocB tubes

    • Supersonic ind tunnel

    • Practical admission turbines&  mar>"9

    6& /hat are the situations here shocBs are undesirable1 *pril7May 009

    :ey ;int<

    • 'hey interfere ith the normal flo beha#ior& 'hus the efficiencies of turbo machines

    e0periencing shocB a#es are considerably lo&

    • 'he sonic boom created by supersonic aircraft and the blast a#es generated by an

    e0plosion&  mar>"9

    & Gi#e the difference beteen normal and oblique shocBs&,ov7Dec 09

    :ey ;int<

    S' ,o' ,ormal "hoc> %liue "hoc>  

    8ShocB a#e is right angle to

    the flo

    ShocB a#e is inclined at an angle

    to the flo

    , Ine dimensional flo 'o dimensional flo

    mar>"9

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    89

     No& Since the fluid properties liBe pressure" temperature and density are changed during

    normal shocB& mar>9

    88& Define compression and rarefaction shocBs& ,ov7Dec 039:ey ;int<

    &ompre""ion "hoc>"<

     

    = shocB a#e hich is at a higher pressure than the fluid into hich it is mo#ing&

    mar>9

    (arefaction "hoc>"<

     

    = shocB a#e hich is at a loer pressure than the fluid into hich it is mo#ing& $t is

    not possible&  mar>9

    8,& /hat are the assumptions used for oblique shocB flo1 ,ov7Dec 039

    :ey ;int<• ;lo is steady" adiabatic and frictionless&

    • 'he gas is perfect ith constant specific heats&

    • =bsence of orB transfer across the boundaries&

    • =bsence of body forces&  mar>"9

    8-& Define the strength of shocB a#e&

    :ey ;int<

    'he ratio of difference in donstream and upstream shocB pressures to upstream shocB

     pressure&  mar>"9

    8.& State the necessary conditions for a normal shocB to occur in compressible flo&

    :ey ;int<

    i& 'he compression a#e is to be at right angle to the compressible flo&

    ii& ;lo should be supersonic&  mar>"9

    82& *alculate the strength of shocB a#e hen normal shocB appears at M 7 ,&

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    :ey ;int<

    != p − p x

     p x   mar>9

    efer normal shocBs table for M0 7 ," 7 8&."

     p  p x

    =4.5

    !=3.5   mar>9

    $art – /

    8& Deri#e the e0pression for anBine ! 4ugoniot Equations& ,ov7Dec 09 ,ov7Dec 0089

    M:9 69

    :ey ;int<

     ρ=  p

     RT  ρ 

     ρ x=

     p 

     p x×

    T  x

    T   mar>"9

     M  x2=

    γ +12γ  (

     p 

     p x )+γ −12γ 

    T  

    T  x=

     p 

     p x [γ −1γ +1

    × p 

     p x+1]

     p 

     p x+ γ −1

    γ +1

    mar>"9

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     p 

     p x×

    T  x

    T  =

     p 

     p x+γ −1γ +1

    1+γ −1γ +1

    × p 

     p x

     ρ 

     ρ x=

    γ −1γ +1

    × p 

     p x+1

    γ −1γ +1

    × p 

     p x

    6 mar>"9

     p 

     p x=

     ρ 

     ρ x [γ +1γ −1 ]−1

    γ +1γ −1

    − ρ  ρ x

    mar>"9

    ,& = gas at a pressure of -.< mbar" temperature of -22C and entry Mach number of 8&. ise0panded isentropically to 8."9

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    -& =n oblique shocB a#e occurs at the leading edge of a symmetrical edge& =ir has a Mach

    number of ,&8 and deflection angle of 82

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     M 2=0.619

    mar>"9

    ;or strong eaB a#e"

     M  x= M 1 sin" 

     p 

     p x=

     p2

     p1=2.219

    mar>"9

     ρ=  p

     RT 

     ρ2

     ρ1=1.741

    T  

    T  x=

    T 2

    T 1=1.274

    mar>"9

     M 2=  M 

     

    sin ( " −# )

     M 2=1.548

    mar>"9

    .& 'he ratio of the e0it to the entry area in a subsonic diffuser is .&

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    T  x

    T 0 x=0.508,

     p x

     p0 x=0.0935

    ;rom normal shocB tables" 7 8&." M0 7 ,&,"

    My 7

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     M 2=2.64,

    T 2

    T 02=0.417,

     P2

     P02=0.0471  

    mar>"9

    ', 7 ,2"9 M  =0.5

    'y 7 25"9c = M   ×a 

    c =239.32m/s mar>"9

    3& Starting from energy equation deri#e Prandtl9Mayer equation& May7#un 039 ,ov7Dec09 !:9 69

    :ey ;int<

    Stagnation Enthalpy relation"

    h0=

    a2

    γ −1+c2

    2=

    1

    2 ( γ +1γ −1 )a¿2 mar>"9Hefore shocB a#e"

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    a x2

    c x=( γ +12 ) a

    ¿2

    c x−

    γ −12

    c x

    mar>"9

    =fter shocB a#e"

    a 2

    c =( γ +12 ) a

    ¿2

    c −

    γ −12

    mar>"9

    m

     A= ρ x c x= ρ c 

    γ p x

     ρ x c x−

    γ p 

     ρ  c =γ (c −c x)

      mar>"9

    a x2

    c x−

    a 2

    c =γ (c −c x )

    a¿ 2=c x c    mar>"9

     M  x¿×M  

    ¿ =1 mar>"9

    5& (i+ Deri#e the equation for static pressure ratio across the shocB a#es& May7#un 09

    ,ov7Dec 00A9 !:9 89

    :ey ;int<

    ; 7 pO)c,

     p 

     p x=

    1+γ M  x2

    1+γ M  2  

    mar>"9

     p  p x

    =(1+γ M  x

    2 )(   2γ γ −1 ) M  x2−1γ +1γ −1

    [ γ M  x2+1 ]

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     p 

     p x=

      2γ 

    γ +1 M  x

    2−( γ −1γ +1 ) mar>"9

    (ii+ 'he #elocity of a normal shocB a#e mo#ing into stagnant air (p78&"9c = M   ×a 

    c +  =c x−c 

    c +  =222.05m/s mar>"9

     M  +  =

    c + 

     M  + =0.571 mar>9

    ;rom isentropic tables  M  + =0.571

    T  T 0  

    =0.939

    T 0  +  =400.56 K 

    mar>9

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    6& = con#erging9di#erging no%%le has an e0it area to throat area ratio of ,& =ir enters this

    no%%le ith a stagnation pressure of 3&2bar and a stagnation temperature of -"9

    ;rom normal shocB tables" 7 8&." M0 7 8&2" My 7 "9

     p =4.345 ¿̄

    T  =332.86 K  6

    mar>"9

    +,-. – -V

    #E. $($+2S-,

    'heory of jet propulsion ! 'hrust equation ! 'hrust poer and propulsi#e efficiency ! Iperating

     principle" cycle analysis and use of stagnation state performance of ram jet" turbojet" turbofan

    and turbo prop engines&

    $*(.4*

    8& Define propulsi#e efficiency& *pril7May 059

    :ey ;int<

    'he ratio of propulsi#e poer to the poer output of the engine&   mar>"9

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    ,& /hat is the type of compressor used in turbo9jet1 *pril7May 059:ey ;int<

    otary compressor is used due to its high thrust and high efficiency&  mar>"9

    3' Define thrust poer and propulsi#e efficiency of aircraft engine& May7#une 09

    :ey ;int<

    .hru"t po=er<

    • 'he product of thrust and flight speed&  mar>9

    $ropul"ive efficiency<

     

    'he ratio of propulsi#e poer to the poer output of the engine&  mar>9

    .& /hy a ram jet engine does not require a compressor and turbine1 May7#une 09

    ,ov7Dec 09 ,ov7Dec 039

    :ey ;int<

    Due to supersonic and subsonic diffuser" the static pressure of air is increased to

    ignition pressure&  mar>"9

    2& @ist out the different types of jet engines& May7#une 039

    :ey ;int<

    • amjet engine

    • Pulse jet engine

    • 'urbo jet engine mar>9

    • 'urboprop engine

    • 'urbo fan engine&  mar>9

    3& Gi#e the components of a turbo jet& May7#une 039

    :ey ;int<

    • Diffuser 

    • otary compressor 

    • *ombustion chamber  mar>9

    • 'urbine

    • E0haust no%%le mar>9

    5& /hat are the benefits of thrust augmentation in a turbojet engine1 May7#une 09

    *pril7May 09

    :ey ;int<

    • Short taBe9off distance&  mar>9

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    • 4igh climb rate to #ery high altitude&  mar>9

    6& /hat is a bypass engine and define bypass ratio& *pril7May 09

    :ey ;int<

    /ypa"" engine<

    'urbo fan engine& = portion of the total flo of air bypass part of the compressor& 

    mar>9

    /ypa"" ratio<

    'he ratio of the mass flo rates of cold air and the hot air is Bnon as Hypass ratio& 

    mar>9

    & Define speed ratio in propulsi#e system ,ov7Dec 09

    :ey ;int<

    'he ratio of flight speed to the jet #elocity mar>"9

    8"9

    88& ;ind the optimum propulsi#e efficiency hen the jet #elocity is 298,& /hat is thrust augmentation1 *pril7May 09

    :ey ;int<

    'o achi#e better taBe9off performance" additional fuel is burnt in the tail pipe beteen the

    turbine e0haust section and entrance section of the e0haust no%%le& 'hrust augmentation

    increases the jet #elocity and is Bnon as after burning& $t is used for fast and easier taBe off&

    mar>"9

    8-& /hat is ram effect1

    :ey ;int<

    $n ramjet engine the subsonic and supersonic diffusers are used to con#ert the Bineticenergy of the entering air into pressure energy& 'his energy transformation is called ram

    effect&  mar>"9

    8.& Gi#e the e0pression for the thrust de#eloped by a turbojet engine&

    :ey ;int< F = ḿ c − ḿa-

    mar>"9

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    82& /hat is scram jet1

    :ey ;int<

    = supersonic combustion ramjet engine is Bnon as scramjet&  mar>"9

    $*(. – /

    8& Deri#e the e0pression for the jet thrust" propeller thrust" propulsi#e efficiency" thermalefficiency" o#erall efficiency and the optimum #alue of flight to jet speed ratio for a turbo jet

    engine& ,ov7Dec 09 May7#un 09 M:9 69

    :ey ;int<

    #et thru"t

    Mass flo rate of no%%le at e0it of the no%%le 7ḿa+ ḿf 

     Net thrust 7 Momentum thrust OPressure 'hrust

     Net thrust(;+ 7 (  ḿa+ ḿf  ) c)− ḿa ×- 3 mar>"9

    $ropeller thru"t

     Net thrust considering mass of fuel (;+ 7 (  ḿa+ ḿf  )c)− ḿa×-

    c)=c 

    ; 7m(¿c −-)

    ¿́  (or+

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    ; 7 ḿa(c −-)   3 mar>"9

    $ropul"ive efficiency<

     p

    = P%&p-/s01) p&()% (¿ )Th%-s$ p&()%

     P&()%&-$p-$ &f $h))'g0')

     p=  2-

    c  +-

    , p=  2" 

    1+"  3

    mar>"9

    .hermal efficiency<

     P&()% 0'p-$ 

    ,$ = P&()% &-$p-$ &f $h) )'g0')

    ¿  $h) )'g0') $h%&-ghf-)/ ¿

    1

    2

    ´m(¿c  2−-2)

    ḿf ×2.3  

    $ =¿

    3 mar>"9

    verall efficiency<

     P&()% 0'p-$ 

    0= P%&p-/s01) p&()% (¿ )Th%-s$ p&()%

    ¿ $h))'g0') ¿

    ´m(¿ c −-)×-

    ḿf ×2.3  

    0=¿

    ,0=, p × ,$  mar>"9

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    Effecti#e speed ratio" =

     F/0gh$ sp))d

    J)$1)/&c0$

    " = -

    mar>"9

    ,& E0plain ith neat sBetches the principle of operation of (i+ 'urbo fan engine and (ii+ 'urbo jetEngine& May7#un 059 ,ov7Dec 039 ,ov7Dec 09 *pril7May 09 M:9

    69

    :ey ;int<

    .ur%o fan engine<

    *ombination of turboprop and turbo jet engine&  =ir from the atmosphere enters into turbofan

    engine" employing a lo pressure ducted fan& 'he air after passing through the fan is di#ided

    into to streams" namely primary air and secondary air&

    'he primary air flo through the turbofan engine consisting of compressor" combustion

    chamber" turbine and e0haust no%%le& *ombustion taBes place in the combustion chamber 

    and the thrust is produced in the opposite direction&  'he thrust de#eloped by the secondary air is at loer #elocity&  3 mar>"9

      =ir and the thrust de#eloped by the primary air is at much higher #elocity& 'he total thrust produced in this engine is the sum of thrust produced by the primary air  and the secondary air&

    'his total thrust propels the aircraft&  mar>"9

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    3 mar>"9

    .ur%o jet Engine<

    (i+ Diffuser 9 'he function of the diffuser is to con#ert the Binetic energy of the entering air 

    into pressure energy&

    (ii+  otary compressor ! 'he air passes through the rotary compressor in hich the air isfurther compressed& mar>"9(iii+ *ombustion chamber 9  4igh pressure air flos into the combustion chamber&  $n thecombustion chamber" the fuel is injected by suitable injectors and the air9fuel mi0ture is burnt&

    4eat is supplied at constant pressure&

     (i#+ 'urbine 9 'he highly heated products of combustion gases are then enters the turbine and

     partially e0panded&

    (#+ E0haust no%%le9  'he function of the no%%le is to con#ert the pressure energy of the

    combustion gases into Binetic energy&  3 mar>"9

    3 mar>"9

    -& E0plain the orBing principle of the ramjet engines ith neat sBetch and state its ad#antages

    and disad#antages& May7#un 039 *pril7May 009 May7#un 00A9 M:9 69

    :ey ;int<

    mar>"9

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    'he function of supersonic and subsonic diffusers are to con#ert the Binetic energy of the

    entering air into pressure energy& 'his energy transformation is called ram effect and the

     pressure rise is called the ram pressure.

    'he high pressure air flos into the combustion chamber& $n the combustion chamber" the

    fuel is injected by suitable injectors and the air fuel mi0ture is burnt&  3 mar>"9

    'he highly heated products of combustion gases are then alloed to e0pand in the e0haust

    no%%le section&

    'he function of no%%le is to con#ert pressure energy of gas into Binetic energy& Due to high#elocity of gases coming out from the unit" a reaction or thrust is produced in the opposite

    direction& 'his thrust propels the air craft&  3 mar>"9

    *dvantage"<

    • amjet engine is #ery simple and does not ha#e any mo#ing part&

    • *ost is lo

    • @ess maintenance

    • 'he specific fuel consumption is better than other gas turbine poer plants at high

    speed&

    • 'here is no upper limit to the flight speed&  3 mar>"9

    Di"advantage"

    • Since the taBe9off thrust is %ero" it is not possible to start a ramjet engine ithout

    an e0ternal launching de#ice&

    • 'he combustion chan:ber required flame holder to stabili%e the combustion due

    to high speed of air &

    • $t is #ery difficult to design a diffuser hich ill gi#e good pressure reco#ery

    o#er a ide range of speeds&• $t has lo thermal efficiency&  3 mar>"9

    .& = turbo jet flies at a speed of 65

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    ḿa=41.9 kg/ s 3 mar>"9

     F = ḿ c − ḿa-

    ; 7 882-6 N& 3 mar>"9

     F sp= F 

     F sp=268.95 4  /( kgs ) 3 mar>"9

     5 sp= F 

    ḿg

     5 sp=27.41 s mar>"9

    P 7 ; 0 u

    P 7 ,&56 0 8"9

    T6F2 = ḿf  F 

    T6F2 =0.312   kgh− 4  3

    mar>"9

    2& =n air craft propeller flies at a speed of ..< Bmph& 'he diameter of the propeller is .&8m and

    the speed ratio is

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    ; 7 .8335 N 6 mar>"9

    P 7 ; 0 u

    P 7 2&

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     p=66.6

    1

    2

    ´m(¿c  2−-2)

    ḿf ×2.3  

    $ =¿

    $ =12.65

    ,0=, p × ,$ 

    ,0=8.42

    mar>"9

    5& (i+ Differentiate turbo jet and turboprop engines ith suitable diagrams& May7#une 09

    !:9 9

    :ey ;int<

    .ur%o jet Engine<

    (i+ Diffuser 9 'he function of the diffuser is to con#ert the Binetic energy of the entering air 

    into pressure energy&

    (ii+  otary compressor ! 'he air passes through the rotary compressor in hich the air isfurther compressed&

    (iii+ *ombustion chamber 9  4igh pressure air flos into the combustion chamber&  $n the

    combustion chamber" the fuel is injected by suitable injectors and the air9fuel mi0ture is burnt&

    4eat is supplied at constant pressure& (i#+ 'urbine 9 'he highly heated products of combustion gases are then enters the turbine and

     partially e0panded&

    (#+ E0haust no%%le9  'he function of the no%%le is to con#ert the pressure energy of the

    combustion gases into Binetic energy&  3 mar>"9

    3 mar>"9

    .ur%oprop Engine

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    'he angular #elocity of the shaft is #ery high& Hut the   propeller cannot run at

    higher angular #elocity& So a reduction gear bo0 is pro#ided before the poer is transmitted

    to the propeller& the turbine dri#es the compressor and propeller&

    Propeller is used to increase the flo rate of air hich results in better fuel economy&

    Due to high #elocity of gases coming out from the unit" a reaction (or+ thrust is producedin the opposite direction&

    'he total thrust produced in this engine is the sum of the thrust produced by the propeller and the thrust produced by the no%%le& 'his total thrust propels the air craft& 

    3

    mar>"9

    3 mar>"9

    (ii+ /rite the equations to calculate propulsi#e efficiency and thermal efficiency of an aircraft&

    May7#une 09 !:9 9

    :ey ;int<

    $ropul"ive efficiency<

     p= P%&p-/s01) p&()% (¿ )Th%-s$ p&()%

     P&()%&-$p-$ &f $h) )'g0')

     p=  2-

    c  +-

    mar>"9

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    .hermal efficiency<

     P&()% 0'p-$ 

    ,$ = P&()% &-$p-$ &f $h) )'g0')

    ¿  $h) )'g0') $h%&-gh f-)/ ¿

    1

    2

    ´m(¿c  2−-2)

    ḿf ×2.3  

    $ =¿

    mar>"9

    6& = turbo jet engine operating at a Mach number of

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    , p=  2-

    c  +-

     p=31.97 mar>"9

    1

    2

    ´m(¿c  2−-2)

    ḿf ×2.3  

    $ =¿

    ,$ =33.04 mar>"9

    ,0=, p × ,$ 

    0=10.57 mar>"9

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    +,-. – V

    S$*&E $($+2S-,

    'ypes of rocBet engines ! Propellants9feeding systems ! $gnition and combustion ! 'heory of 

    rocBet propulsion ! Performance study ! Staging ! 'erminal and characteristic #elocity ! 

    =pplications ! space flights&

    $*(. *

    8& /hat is mono propellant1 Gi#e E0amples& *pril7May 059 May7#une 039 *pril7May09

    :ey ;int<

    = liquid propellant hich contains both the fuel and the o0idi%er in a single chemical&

    mar>9

    Eample<

    •  Nitroglycerine&

    •  Nitro methane&  mar>9

    ,& /hy rocBet is called as non ! breathing engine1 *an rocBet orB at #acuum1 May7#une

    09

    :ey ;int<

    • *ombustion taBes place by using its on I0ygen supply instead of atmospheric air&

    • $t can orB at #acuum&  mar>"9

    -& /hat is the use of inhibitors in solid propellants1 May7#une 09

    :ey ;int<

    'o regulate the burning of propellant&  mar>"9

    ' /hat are the types of rocBet engines based on source of energy employed1 *pril7May

    059 May7#une 039:ey ;int<

    • *hemical rocBet engine

    • Solar rocBet engine mar>9

    •  Nuclear rocBet engine

    • Electrical rocBet engine mar>9

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    2& = rocBet flies at 89

    3& Mention any four applications of rocBet& May7#une 09:ey ;int<

    • Military

      Space mar>9

    • =ircraft

     

    *ommunication&  mar>9

    5& /hat is meant by hypergolic propellant1 *pril7May 009 

    :ey ;int<

    4ypergolic propellant do not require ignition mar>"9

    6& E0plain chemical rocBet propulsion system& ,ov7Dec 09

    :ey ;int<

    4igh pressure and high temperature gases are produced in combustion chamber due to

    chemical reaction&  mar>"9

    & /hat are the properties of solid propellants1 ,ov7Dec 09

    :ey ;int<

    • $t should release large amount of heat during combustion&

    • Physical and chemical properties should not change during processing& mar>9

    • $t should ha#e high density&

    • $t should be non9corrosi#e and non9reacti#e ith components of the engine&  

    mar>9

    8

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    88& /hat are the ad#antages of a hybrid rocBet1 ,ov7Dec 039:ey ;int<

    • Speed regulation is possible

    • 4igh load capacity&  mar>9

    • @ighter than liquid propellant rocBet

    • 4igh fuel density&

    • 'here is no chemical deterioration beteen fuel and I0idi%er&  mar>9

    8,& /hat is specific impulse of a rocBet1

    :ey ;int<

    'he thrust de#eloped per unit eight flo rate of the propellant is Bnon as specific

    impulse&  mar>9

     5 sp=  F 

    7  p

    mar>9

    8-& /hat is bipropellant1

    :ey ;int<

    $f the fuel and o0idi%er are different from each other in its chemical nature" then the

     propellant is called bipropellant&  mar>"9

    8.& Define specific propellant consumption&

    :ey ;int<

    'he propellant consumption rate per unit thrust is Bnon as specific propellant

    consumption&  mar>9

    6P2 =7  P

     F  mar>9

    82& Name some propellants for space application&

    :ey ;int<

    •  Nitroglycerine&

    •  Nitromethane&

    • 4ydra%ine&

    • 4ydrogen pero0ide&  mar>"9

    $*(. – /

    8& @ist the main components of liquid propellant rocBet engine and e0plain& *pril7May 059

    M:9 69

    :ey ;int

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    • @iquid fuel (refined petrol" liquid hydrogen" hydra%ine" etc+  and liquid o0ygen are used in

    this engine& @iquid fuel and liquid o0ygen are stored separately in to different tanBs&

    • Preheater is used to heat the fuel and o0idi%er&  No%%le is used to increase the #elocity

    and decrease the pressure of the gases&  mar>"9

    mar>"9

    • @iquid fuel and liquid o0ygen are pumped separately into a combustion chamber through

    control #al#es&

    • 'he preheated fuel9o0idi%er mi0ture is injected into the combustion chamber through

    suitable injector and combustion taBes place&

    • /hen the combustion taBes place in the combustion chamber" #ery high pressure and

    #ery high temperature gases are produced&

    • 'he highly heated products of combustion gases are then alloed to e0pand in the

    no%%le section&

    • Due to high #elocity of gases coming out from the unit" a force (or+ thrust is

     produced in the opposite direction& 'his thrust propels the rocBet&

    mar>"9

    *dvantage"

    • @iquid propellant engines can be reused after reco#ery& So it is economical&

    • *ombustion process is controllable i&e., it is easy to stop the combustion by closing the

    fuel #al#e (or+ o0idi%er #al#e&

    • Speed regulation i.e., increase and decrease of speed is possible&

    • 4igh specific impulse&  3 mar>"9

    Di"advantage"

    • *onstruction is more complicated compared to solid propellant rocBet&

    • Manufacturing cost is high&

    • 'here are additional handling and safety problems if the propellants are poisonous

    and corrosi#e&

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    • 'he si%e and eight of the engine is more compared to solid propellant rocBet&

    • 4igh #ibration&  3 mar>"9

    ,& = rocBet engine has the folloing data: Effecti#e jet #elocity 7 8,"9

     p=  2" 

    1+" 2

     p=98 3 mar>"9

    $ =c 2+-2

    2×2.3  

    $ =0.477   3 mar>"9

    ,0=, p × ,$ 

    0=46.8

    3 mar>"9

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    -& E0plain the orBing of a turbo ! pump feed system used in a liquid propellant rocBet&

    May7#un 09 *pril7May 009 M:9 69

    :ey ;int<

    • $n this system" liquid fuel and the liquid o0idi%er are stored in a separate tanB at

    lo pressure&

    • @iquid fuel and liquid o0idi%er are forced into the combustion chamber at high

     pressure by the fuel and o0idi%er pumps&

    • Gas turbine is used to operate the fuel and o0idi%er pumps&

    • @iquid hydrogen pero0ide (4,I,+ from the tanB is decomposed by

    a catalyst such as calcium or sodium permanganate& Due to this" steam

    and o0ygen are generated& 'his steam is used to dri#e the turbine&

    • Hecause of the third liquid" the gas turbine" the pumps and additional lines are

    necessary& So the pump pressuri%ation system is considerably more comple0

    than gas pressuri%ation system&

    •Design of pump is a greatest problem that ill handle the liquids safely andithout leaBs& 6 mar>"9

    mar>"9

    • *ombustion of a liquid propellant (fuel and o0idi%er mi0ture+ in the combustion

    chamber requires the folloing basic processes &

    (i+ $njection(ii+ =tomi%ation

    (iii+ Mi0ing

    (i#+ >apori%ation(#+ $gnition

    (#i+ *hemical reaction beteen fuel and o0idi%er 3 mar>"9

    • 'he propellants are injected into the combustion chamber through fine orifices for 

     proper atomi%ation& >arious methods are folloed to atomi%e and mi0 the fuel and

    o0idi%er&

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    • 'he combustion starts ith the arri#al of one of the propellants& $n order to

    obtain a lo #alue of the o0idi%er fuel ratio" the fuel jet is alloed to enter the

    combustion chamber first&

    • 'he combustion pressure and temperature depends on the flo rates of the propellants"

    the combustion rate and the gas flo rate through the e0haust no%%le&  3 mar>"9

    .& Describe the important properties of liquid and solid propellants desired for rocBet propulsion

    May7#un 039 *pril7May 09 *pril7May 009 M:9 69

    :ey ;int<

    $($E(.-ES 1 2-C+-D $($E22*,.S

    • Propellant should ha#e high calorific #alue&

    • $t density should be high&

    • $t should ha#e lo #alues of #apor pressure and #iscosity&

    • $t should ha#e higher specific heat and thermal conducti#ity &• Products of combustion should ha#e lo molecular eight to produce high jet

    #elocity&

    • $t should be non9corrosi#e and non9reacti#e ith components of the engine&

    • $t should not be poisonous and ha%ardous&

    • $t should be cheap and easily a#ailable&

    • Energy released during combustion per unit mass of the propellant

    combination should be high&

    • $t should be easily ignitable&  8 mar>"9

    $($E(.-ES 1 S2-D $($E22*,.S

    • $t should release large amount of heat during combustion&

    • Physical and chemical properties should not change during processing&

    • $t should ha#e high density&

    • $t should not be poisonous and ha%ardous&

    • $t should be cheap and easily a#ailable&

    • $t should be non9corrosi#e and non9reacti#e ith components of the engine&

    • StorageQ and handling should be easy&  8 mar>"9

    2& Dra a neat sBetch e0plaining the general orBing of the hybrid propellant rocBet& ,ov7Dec

    039 ,ov7Dec 09 M:9 69

    :ey ;int

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    mar>"9

    • 'he hybrid rocBet engines combine the ad#antages of both solid and liquid propellant

    rocBets&

    • $n this type" solid fuel along ith liquid o0idi%er is used as a propellant&

    • Solid fuel is pacBed in the combustion chamber and the liquid o0idi%er is stored in the

    separate tanB& mar>"9

    or>ing

    • 'he liquid o0idi%er hich is stored in the separate tanB is injected into the

    combustion chamber&

    • /hen liquid o0idi%er mi0es ith solid fuel in the combustion chamber" combustion

    taBes place automatically&

    • /hen the combustion taBes place in the combustion chamber" #ery high pressure

    and #ery high temperature gases are produced&

    • 'he highly heated products of combustion gases are then alloed to e0pand in the

    no%%le section&

    • $n the no%%le" pressure energy of the gas is con#erted into Binetic energy& So the

    gases coming out from the unit ith #ery high #elocity&• Due to high #elocity of gases coming out from the unit" a force (or+ thrust is

     produced in the opposite direction& 'his thrust propels the rocBet& mar>"9

    *dvantage"

    • Speed regulation is possible by regulating the supply of o0idi%er&

    • 4igh load capacity&

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    • 4ybrid rocBets are lighter hen compared to the liquid propellant type rocBets&

    • 4igher fuel density&

    • Since the fuel and o0idi%er are Bept separately" there is no chemical deterioration

     beteen fuel and o0idi%er&

    • $n case of an accident or crash the e0plosion is less destructi#e compared to

    the liquid propellant rocBet engines&  mar>"9

    Di"advantage

    •  No%%le erosion cannot be a#oided&  mar>"9

    3& Describe briefly the important applications of rocBet propulsion in the folloing fields& (i+

    =ircrafts" (ii+ Military" (iii+ Space" (i#+ Scientific& May7#un 09 !:9 69:ey ;int<

    i'  *ircraft"<

    (a+ Primary poer plants e&g&:9 German Mel 83- fighter used in $$ /orld ar R9 8 esearch engine (first to breaB the sonic barrier+

    R 9 82 supersonic research aircraft

    (b+ =u0iliary poer plants for super performance or impro#ing the performance

    (speed" rate of climb+" assisted taBe9off&  mar>"9

    ii'  Military<

    (a+ ocBet projectiles (unguided missile+ 9 not accurate" payloads e0plosi#e

    charges" smoBe charge" other military payloads (or mail carriers to reachremote #illages in mountain areas+

    (b+ Guided missiles:9 similar to rocBet projectiles but bigger in si%e and thetrajectory is controlled 9 ground to ground" ground to air (aircraft+" air to air"

    air to ground" ship to air and ship to ship missiles 9 payloads are atomiceapons&  mar>"9

    iii'  Space<

    (a+ Military purposes ! reconnaissance"

    (b+ *ommercial purposes 9 communication and eather studies scientific purposes 9 lunar" space and planets

    (c+ Manned and unmanned space #ehicles

    (d+ Near earth" longer" interplanetary" trains9 solar systems(e+ ocBet engines are use to (8+ taBe9off from earth" ascend and achie#ement of 

    orbit (,+ altitude control" trajectory connections" reentry" attainment of lunar and planetary orbits and landing" separation of #ehicle stages" maneu#ers etc&

    mar>"9

    iv'  Scientific'

    (a+ ocBets hich carry instruments to measure meteorological and scientificdata at high altitudes may be guided or unguided&

    (b+ ;or throing life line to ships" signal rocBets" antitanB rocBets" under ater 

    rocBets etc&

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    (c+ Miscellaneous 9 ejection or cre escape capsules and stores personnel

    propulsion beltsT"  mar>"9

    5& = rocBet flies at 8"9

     F = ḿ p c 

     F =7000 4 

     P&()%= F × -

     P&()%=19.6 M7  3 mar>"9

     *'g0')&-$p-$ = P&()%

     p

     *'g0') &-$p-$ =24.5 M7  3 mar>"9

    ,$ =  c 

    2+-2

    2×2 .3 

    ,$ =75.38 3 mar>"9

    ,0=, p × ,$ 

    0=0.603 mar>"9

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    6& = rocBet has the folloing data: *ombustion chamber pressure 7 -3 bar" *ombustionchamber temperature 7 -3"9

    c F =  F 

     p0 A¿

    c F =2.96 mar>"9

    c¿=

     c 

    c F 

    c¿=945.45m /s mar>"9

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