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    VEHICLE AERODYNAMICS

    ANDBODY CONSTRUCTIONS

    Presenter: Mahona: John. P

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    Mahona: John. P

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    MODULE DESCRIPTION &CONTENTS

    4

    Unit I: Introduction Den!t!on"

    so#r$es o% ra' Me$han!$s o% a!r (o) aro#n a

    *eh!$+e

    Aero,na-!$ %or$es an Dra'$o-onents

    Aero,na-!$ a!s / B#-er so!+ers"

    A!r a-s" De$0 +! so!+ers" )!no)

    i

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    Unit II: Drag

    5

    A!r ens!t," an Dra' $oe2$!ent

    E3er!-enta+ te$hn!4#es to

    eter-!ne ra' an ra'$oe2$!ents.

    Dra' $oe2$!ents %or *ar!o#s

    shaes S!e %or$e" +!%t %or$e" P!t$h!n'

    -o-ent" Ya)!n' -o-ent" Ro++!n'

    -o-ent an $ross )!nU III

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    Un t III:

    Signifcance oaerodynamic drag on

    vehicle body shapes

    6

    5a$tors !n(#en$!n' aero,na-!$ ra'

    Re#$t!on o% ra' $oe2$!ent an %#e+

    e$ono-,Tr#$0 & B#s aero,na-!$s /

    6Co--er$!a+ *eh!$+es7 S!'n!$an$e o%

    aero,na-!$ ra'

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    :Vehicle body constructionCars7

    Methos o% !-ro*!n'

    *!s!9!+!t, an sa$e !n $ars Sa%et,:

    Des!'n sa%et, e4#!-ent %or$ars.

    Car 9o, $onstr#$t!on

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    Unit V:Commercial vehicles

    8

    Tr#$0s Bo, t,es D!-ens!ons o%r!*er;s seat re+at!on to $ontro+s Dr!*ers$a9 es!'n" 5ra-e $onstr#$t!on.

    B#ses 5ra-e $onstr#$t!on" Do#9+e s0!n$onstr#$t!on T,es o% -eta+ se$t!on #seRe'#+at!ons Con*ent!ona+ an !nte'ra+

    t,e $onstr#$t!on. Passen'er anL#''a'e re4#!re-ents" 9o, !-ens!onsan stanars a#to-ot!*e Bo, rea!ran ren!sh!n'.

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    Assess-ent $r!ter!a9

    Cont!n#o#s Assess-ent:

    Co-r!ses o% :

    Ho-e)or0 ?

    Pro@e$tro# H

    C+assroo- Test ?

    Se-ester E3a-!nat!on: =>

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    10

    INTRODUCTION

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    12

    1!!"1#!Aatat!ono% shaes %ro- other

    e+s

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    13

    Experimental

    cars

    1#!"1$! Aatat!on o% res#+ts o%a!r+ane an a!rsh! e*e+o-ent:strea-+!n!n'

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    14

    1$!"1!: Deta!+ot!-!1at!ons

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    INTRODUCTION%erodynamics" !s a 9ran$h o% ,na-!$s

    $on$erne )!th st#,!n' the -o*e-ent o% a!ran other 'ases )hen !ntera$t!n' )!th -o*!n'so+! o9@e$ts an stat!onar, ones. Th!s!ntera$t!ons ta0es +a$e 9et)een the 9o,

    s#r%a$es an s#rro#n!n' a!r )!th *ar,!n' re+at!*esees an )!n !re$t!ons. In short it is a studyof airow & the forces involved when an objectmoves through the air or when air moves past an

    object.Aero,na-!$s !n$+#es the st#, o% the!ntera$t!ons o% a!r )!th -o*!n' o9@e$ts" s#$h asa!r+anes" $ars" 9!$,$+e an o% the eFe$ts o%

    -o*!n' a!r on stat!onar, o9@e$ts" s#$h as 9#!+!n's.

    http://en.wikipedia.org/wiki/Dynamics_(physics)http://en.wikipedia.org/wiki/Dynamics_(physics)
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    ""

    17

    %utomotive*Vehicle aerodynamics.

    S!n$e o#r tar'et so+! o9@e$t !s the *eh!$+e or$ar

    Is the st#, o% the aero,na-!$s o% roa*eh!$+es.

    Roa *eh!$+es !n$+#e a++ -oes o% s#r%a$etransort +,!n' on the roa aro#n the)or+.

    A vehicle !s a -o9!+e -a$h!ne that !ses!'ne or #se to transort assen'ers or$ar'o. Most o%ten *eh!$+es are -an#%a$t#re"s#$h as 9!$,$+es" $ars" -otor$,$+es" tra!ns"

    sh!s" 9oats an a!r$ra%t.

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    INTRODUCTION / $ontVehicle construction re%ers to ho) a*eh!$+e

    !s -ae or %a9r!$ateVeh!$+es are a -ae # o% !ntera$t!n'

    -e$han!$a+e+e$tr!$a+ s,ste-s an o*erG"=== arts are #se !n a t,!$a+ *eh!$+eDa-a'e to one art $an aFe$t theoerat!on o% another see-!n'+, #nre+ate

    art an D!Ferent t,es o% *eh!$+e$onstr#$t!on re4#!re !Ferent -ethos o%rea!r %ra-e#n!9o, a-a'e

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    INTRODUCTION / $ont%gain + Vehicle construction re%ers to ho)

    a *eh!$+e !s -ae or %a9r!$ate !s !nterre+ate)!th *ar!o#s En'!neer!n' an non En'!neer!n'areas !n*o+*e !n the *eh!$+es es!'nsto'ether )!th the!r oerat!ons

    Ma!n+, these are $ate'or!$a++, )or0e asEn'!neer!n' a$t!*!t!es an H#-an 5a$tors an

    that the, $annot )or0 as the searate ent!t,9oth !n t!-e an -ater!a++,

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    START ??=

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    7C0%&ICS )9 %I( 9,). >C)&' "

    57

    hereas the -athe-at!$a+ -oe+ o%+a-!nar a!r(o) !s rather stra!'ht%or)ar"

    Con!t!ons are -#$h -ore $o-+e3 !nt#r9#+ent (o)" )h!$h t,!$a++, o$$#rs !nthe resen$e e!ther o% o9sta$+es or o%h!'h sees.

    7C0%&ICS )9 %I( 9,). >

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    7C0%&ICS )9 %I( 9,). >C)&' "

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    In 'enera+ Aero,na-!$s theor!es are

    'o*erne 9, *ar!o#s %a$tors $ons!ere !n

    the -e$han!$s o% a!r (o) s#$h as

    Streamlines

    Velocity Distribution,aminar 9lo/

    'urbulent 9lo/

    7C0%&ICS )9 %I( 9,). >

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    7C0%&ICS )9 %I( 9,). >C)&' "

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    Viscosity

    (eynolds &umber

    @oundary ,ayer

    S=in 9riction+ @ernoulliAs8rinciple B Dynamic pressure

    8itot 'ube

    8ressure Coecient

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    Br!e% e3+anat!ons on these

    'o*ern!n' %a$tors

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    StreamlinesC#r*es asso$!ate )!th a !$tor!a+ reresentat!on o% a!r

    (o)

    S-o0e !s $o--on+, #se !n )!n t#nne+s to reresentthe strea-+!nes

    Strea-+!nes are #se to st#, a!r (o)

    Ve+o$!t, D!str!9#t!on

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    Ve+o$!t, D!str!9#t!on

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    The nat#re o% the (#! (o)

    A -eas#re o% $han'es !n a!r (o)s*e+o$!t, $+ose to the *eh!$+e

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    La-!nar 5+o)

    5+#! -ot!on that !s )e++ or'an!1e

    5+#! )!th ara++e+ *e+o$!t, *e$tors

    enera++," +a-!nar (o) has the !ea+

    aero,na-!$ roert!es

    62

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    T#r9#+ent 5+o)

    5+#! -ot!on that !s not )e++ or'an!1e

    5+#! )!th ara++e+ an other *e+o$!t,*e$tors

    enera++," t#r9#+ent (o) has #nes!ra9+eroert!es

    63

    ! !

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    V!s$os!t,64

    The %o++o)!n' !s the P!$tor!a+ reresentat!ons o% (#!

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    The %o++o)!n' !s the P!$tor!a+ reresentat!ons o% (#!*!s$os!t,

    R + N 9

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    Re,no+s N#-9er

    Q#ant!es the ro#$t o% see t!-ess!1e

    Is a !-ens!on+ess n#-9er here"

    !s (#! ens!t,"

    !s the *!s$os!t,"

    V !s the *e+o$!t,"

    an L !s the +en'tho% theo9@e$t

    66

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    Re,no+s N#-9er

    Reresents the rat!o 9et)een !nert!a+ an*!s$o#s %or$es

    Co-ensates %or s$a+e !Feren$es

    Re $an !n!$ate the nat#re o% the (#! (o)

    H!'her *a+#es !n!$ate t#r9#+ent (o)

    Lo)er *a+#es !n!$ate +a-!nar (o)

    D!Ferent (o)s $an 9e $ons!ere the sa-e !%the, ha*e s!-!+ar Re *a+#es

    A++o)s s$a+e -oe+s to 9e a$$#rate+, teste !n

    )!n t#nne+s #s!n' !Ferent (#!s an or

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    B L

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    Bo#nar, La,er

    The th!n +a,er o% ra! tan'ent!a+ *e+o$!t, $han'e$+ose to an o9@e$ts s#r%a$e

    enera++, !n$reases !n th!$0ness )!th the +en'tho% the o9@e$t

    68

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    Berno#++!s E4#at!on69

    "P ! ! + & D !

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    "Pr!n$!+e & D,na-!$ress#re70

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    71

    (A)T(* +,AM-(+)

    5UNDAMENTAL PRINCIPLES

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    . Mass !s ne!ther $reate nor estro,e 6-ass !s $onser*e7Conservation o 7ass

    O%ten a+so $a++e: Cont!n#!t,

    ?. S#- o% 5or$es T!-e Rate Chan'e o% Mo-ent#- 6Ne)tons ?n

    La)7O%ten re#$es to: S#- o% 5or$es Mass 3 A$$e+erat!on 69 -a7

    7omentum uation

    Berno#++!s E4#at!on" E#+er E4#at!on" Na*!erSto0es E4#at!on

    . Ener', ne!ther $reate nor estro,e 6ener', !s $onser*e7

    Can on+, $han'e h,s!$a+ %or-

    nergy uation6stLa) o% Ther-o,na-!$s7

    Ho) o )e e3ress these state-ents -athe-at!$a++,

    SUMMARY O5 OVERNIN EQUATIONS

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    STEADY AND INVISCID 5LO

    .

    ..

    .

    //

    ..//

    .

    /

    .

    /VpVp

    VAVA

    +=+

    =

    ( )

    ...

    ///

    .

    ..

    .

    //

    /

    .

    /

    .

    /

    .

    /

    ...///

    .

    /

    .

    /

    RTp

    RTp

    VTcVTc

    T

    T

    p

    p

    VAVA

    pp

    =

    =

    +=+

    =

    =

    =

    0 Incompressibleflow of fluid along a

    streamline or in a stream tue of

    varying area

    0 Most important variales1 p and 2

    0 T and are constants throughout flow

    0 Compressible, isen!ropic

    #adiaatic and frictionless%

    flow along a streamline or in a

    stream tue of varying area

    0 T& p& & and 2 are all variales

    continuity

    3ernoulli

    continuity

    isentropic

    energy

    e'uation of state

    at any point

    CONSERVATION O5 MASS

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    Ph,s!$a+ Pr!n$!+e: Mass $an 9e ne!ther $reate nor estro,e

    )tream tue

    0 As long as flow is s!e"#$& mass that flows through cross section at point

    #at entrance% must e same as mass that flows through point #at e4it%

    0 $low cannot enter or leave any other way #definition of a stream tue%

    0 Also applies to solid surfaces& pipe& funnel& wind tunnels& airplane engine

    0 %&'"! goes in one si#e m(s! come o(! !'e o!'er si#e)

    A

    A

    2

    2

    $unnel wall

    CONSERVATION O5 MASS

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    )tream tue

    0 Consider all fluid elements in plane A

    0 During time dt& elements have moved 2dt and swept out volume A2dt

    0 Mass of fluid swept through Aduring dt1 dm5#A2dt%

    A1 cross6sectional area

    of stream tue at

    21 flow velocity

    7ormal #perpendicular% to A

    s

    kg$lowMass

    mm

    VAm

    VAmdtdm

    =

    =

    ===

    +

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    E3a-+e

    hat !s a *eh!$+es ra' %or$e" )!th a %ronta+

    Area o% .G -?" CDo% =.

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    %ir 9lo/ around a

    VehicleTo #nerstan th!s (o)" ,o# $an *!s#a+!1e a$ar -o*!n' thro#'h the a!r 6%o++o)!n' '#res7.

    As )e a++ 0no)" !t ta0es so-e ener', to -o*e

    the $ar thro#'h the a!r.A'a!n" %or a *eh!$+e" e3terna+ an !nterna+ (o)

    are $+ose+, re+ate.

    The e3terna+ (o) has 'reat !n(#en$e on theer%or-an$e $hara$ter!st!$s an the!re$t!ona+ sta9!+!t, o% the *eh!$+e" )hereasthe !nterna+ (o) -a0es re%eren$e to the

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