Pertemuan 02 - Internal Combustion Engine
Transcript of Pertemuan 02 - Internal Combustion Engine
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INTERNAL COMBUSTION ENGINEPertemuan 02
IST Akprind Yogyakarta
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BENTUK - BENTUK ENERGI
Energi adalah besaran turunan dengan satuan Joule (Nm!
1. Energi Kinetik
Energy yang dimiliki oleh suatu benda yang bergerak denganke"epatan #
2. Energi Potensia
Energy yang tersimpan dalam benda karena posisinya
$ntuk sebuah pegas% energy potensialnya &
mhg E p =
2
2
1mv E k =
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!. Energi Mekanis.
adalah energ gabungan antara energy kineti" dan energypotensial
Energi mekanis untuk mesin'mesin kalor
Sedangkan untuk benda'benda yang berputar energy mekanisini disebut dengan Torsi energy yang diperlukan atau
dihasilkan oleh poros
pk m E E E +=
V pW ∆=∆
Fr T =
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". Energi Airan
adalah ker)a yang dilakukan oleh *uida untuk mendorong
se)umlah massa dari maupun keluar system
#. Ent$a%&
Se)umlah panas yang dimiliki oleh suatu *uida sehingga dapatmenaikkan temperature + 0, pada + mol *uida
'. Energi &ang terse(ia
pV W f =
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-lasi.kasi Internal ,ombustion Engine
/ethod o Ignition
SI Engine
1 Stroke
orking ,y"les
,I Engine
2 Stroke
3e"ipro"ating
4asi" 5esign
3otary
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)-Engine
Position an( N*+,ers o Piston
SingeC in(er
In-ineC&in(er
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O%%ose(C&in(er
engines
Ra(iaO%%ose(
Piston
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)a/e or Port Lo0ation
a L $ea(. , I $ea(. 0 3 $ea(.
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3*e
Gasoine 4iese
NG
LPG A0o$os 5&(rogen 4*a 3*e
3*e Pre%aration
Car,*retion 3*e In6e0tion
Met$o( o 0ooing
ater 0ooe( Air Cooe(
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A%ikasi o Re0i%ro0ating Engines
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Anaogi Re0i%ro0ating PistonEngines
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Re0i%ro0ating Motion to Rotar& Motion.
3*e 7 Air
Piston
Cranks$at
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ABo0k BCa+s$at
C0o+,*stion0$a+,er
40onne0ting ro(ECrank0ase3Cranks$at
GC&in(er5e8$a*st+anio(
I5ea(9Intake Manio(Koi %anLPistonM %iston ringsN%*s$ ro(O s%ark %*gP)a/e
: ;ater 6a0ket.
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T$e "-Stroke O%erating C&0e.
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Ideal Engine ,y"les
• 6tto ,y"le (SI Engine!
• 5iesel ,y"le (,I Engine!
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T5ERMO4
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Proses'-1=
Proses intake *(ara %a(a tekanankonstan> P?Intake )a/e ter,*ka> e8$a*st /a/etert*t*%
P1 @ P' @ P?
Proses
1-2=
Proses Ko+%resi
Isentro%ik Intake )a/e (an e8$a*st /a/etert*t*%
1-2 @ ?
( )'1?1' //P; −=−
( )
k 1
/P/P; 112221
−
−=−
( ) ( ) 1k 011k
2112 rT//TT −− ==
( ) ( )k 01k
2112 rP//PP ==
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Proses2-!=
Proses 5eat In%*t %a(a )o*+eKonstanIntake )a/e (an e8$a*st/a/e tert*t*%
4i+ana=
T4C2! /// ==?; !-2 =
+a8! TT = +a8! PP =
)() 2!2!/in!-2 **TT0 −=−==
)2!/+5) in!-2 TT0+:+:: −=== cη
a+ +++ +=
TT10A3: 2!/5) −+=cη
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Proses!-"=
Langka$ Eks%ansiPo;er
Intake )a/e (an e8$a*st/a/e tert*t*%
!-" @ ?
( ) ( ) 1k 0!1k
"!!" r1T//TT −− ==
( ) ( )k 0!k
"!!" r1P//PP ==
( )
k 1
/P/P; !!"""!
−
−=−
TT0** "!/"! −=−
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Proses"-#=
0onstant /o*+e $eat re6e0tion
Intake )a/e tert*t*% (an e8$a*st/a/e ter,*ka
Proses
#-'=
0onstant %ress*re e8$a*st
strokeIntake )a/e tert*t*% (an e8$a*st/a/e ter,*ka
B4C1"# //// ===?; #"- =
?'# PPP ==
)"#/o*t#"- TT0 −==
)"#/"##"- TT0** −=−=
)()( 1'?#'?'-# //P//P; −=−=
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T$er+a E0ien0& Sik*s I(eaOTTO
( )
1k
0OTTO r
1
1
−
−=t η
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Thermodynami"s Analysis o Air'Standard 5IESE7 ,Y,7ES
5IESE7 ,Y,7ES ,I Engine
:o*t
:in
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Proses'-1=
Proses intake *(ara %a(a tekanankonstan> P?Intake )a/e ter,*ka> e8$a*st /a/etert*t*%
Proses1-2=
Proses Ko+%resiIsentro%ik Intake )a/e (an e8$a*st
/a/e tert*t*%1-2 @ ? /2 @ /T4C
( )'1?1' //P; −=
−
( )
k 1
/P/P; 112221 −
−=−
( ) ( ) 1k 011k
2112 rT//TT −− ==
( ) ( )k 01k
2112 rP//PP ==
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Proses2-!=
Proses 5eat In%*t %a(a TekananKonstanIntake )a/e (an e8$a*st/a/e tert*t*%
C*toD Ratio=
/-/P; 2!2!-2 =
+a8! TT =
)() 2!2!%in!-2 $$TT0AA −=−==)2!%+5) in!-2 TT0+:+:: −=== cη
2
!
2
!
T
T
/
/==β
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Proses!-"=
Langka$ Eks%ansiPo;er
Intake )a/e (an e8$a*st/a/e tert*t*%
!-" @ ?
( ) ( ) 1k 0!1k
"!!" r1T//TT −− ==
( ) ( )k 0!k
"!!" r1P//PP ==
( )
k 1
/P/P; !!"""!
−
−=−
TT0** "!/"! −=−
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Proses"-#=
0onstant /o*+e $eat re6e0tion
Intake )a/e tert*t*% (an e8$a*st/a/e ter,*ka
Proses
#-'=
0onstant %ress*re e8$a*st
strokeIntake )a/e tert*t*% (an e8$a*st/a/e ter,*ka
B4C1"# //// ===?; #"- =
?'# PPP ==
)"#/o*t#"- TT0 −==
)"#/"##"- TT0** −=−=
)()( 1'?#'?'-# //P//P; −=−=
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T$er+a E0ien0& Sik*s I(ea4IESEL
( ) ( )( ){ }
−−
−=
−
1k 1
r11
k 1k
0
4IESEL β β η t
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)0 @ 0earan0e
/o*+e)( @ (is%a0e(
/o*+e)t @ tota 0&in(er/o*+esT4C @ To% 4ea(CenterB4C @ Botto+ 4ea(Center
Basi0 geo+etr& o t$e re0i%ro0ating ICengine.
B @ ,ore
L @ stroke
I @ 0onne0ting ro( engt$
a @ 0rank ra(i*s
θ @ 0rank ange.
T5,
45,
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Geo+etr& Para+eters o Piston Engine
tio o 0&in(er ,ore to %iston stroke=
S+a Me(i*+ SiFe = BL @ ?. H 1.2
T$e stroke an( 0rank ra(i*s arereate( ,&=
So; S%ee( CI Engines= BL @ ?.# H ?.
R@ ! H "
R@ # H J
atio o Con ro( to Crank Ra(i*s=
L
BR BL =
a
R =
2aL =
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4is%a0e+ent )o*+eS;e%t)o*+eOneC&in(er=
NC C&in(er=
Mini+*+Cearan0e)o*+e
Ma8i+*+ )o*+e
O%erating Para+eters o Piston Engine
LB"
) 2(8
=
LB"N) 2
C(
8
=
(0B4C ))) +=
T4C0 )) =
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Co+%ression ratio:
T&%i0a& Co+%ression ratio:
SI Engines= - 12
CI Engines= 12 - 2"
0
(0
+in
+a80)
))
)
)r +==
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4istan0e ,et;een t$e 0rank a8is an( t$e%iston %in a8is
))0 (a%at (it*iskan se,agai=
Mean %istons%ee( =
( ) 21
222 sinaa0oss θθ −+=
( ) ( )[ ]212200
sinR0os1R1r
2
11
)
)θθ −−−+−+=
2LNS% =
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Instantaneo*s %istons%ee( =
p
p
S
S
−+
=θ
θθ
π
22%
%
sinR
0os1sin
2S
S
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POER
Brake Po;er
N @ P*taran r%+
@ Tor*e N.+
In(i0ate( Po;er
η+
@ esiensi +ekanis
3ri0tion Po;er
1 $% @ ?."' k
1 k @ 1>!" $%
ττ N2., π=
•
m
b
i
W W
η
•
•
=
,i ...•••
−=
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Mean EDe0ti/e Press*re
rake Mean EDe0ti/e Press*re
n@ %*taran %er sik*s = 1 *nt*k 2 tak (an 2*nt*k " tak
(i0ate( Mean EDe0ti/e Press*re
ri0tion Mean EDe0ti/e Press*re
()
n2,+e%
πτ
=
+
,+e
i+e% η=
,+ei+e%+e% −=
n
)8,+e% (== πτ 2bW
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Air 3*e Ratio
3*e Air Ratio
' A3 1JGasoine
1 A3 ?4iese
+a @ +ass o air + @ +ass o *e
@ +ass o; rate o air @ +ass o; rate o *ea+•
+•
a
a
+
+
+
+A3 •
•
==
A3
1
+
+
+
+3A
a
a
===
•
•
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E*i/aen0e Ratio
@1ean ri0$
Lean +i8t*re @ *(ara ,ere,i$Ri0$ +i8t*re @ ,a$an ,akar ,ere,i$
Gasoine= A3stoi0$ @ 1".'
Isoo0tane C51=A3stoi0$ @ 1#.1"
4iese= A3stoi0$ @ 1".#
( )
( )a0t
stoi0$
A3
A3=Ø
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rake S%e0i0 3*e Cons*+%tion
(i0ate( S%e0i0 3*e Cons*+%tion
S%e0i0 3*e Cons*+%tion
Me0$ani0a E0ien0& in
ter+ o *e0ons*+%tion
,
.
+, •
•
= sfc
i
.
+i •
•
= sfc
bsfc
isfcm =η
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E33ICIENC
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3*e Con/ersion E0ien0&
)o*+etri0 E0ien0&
+a @ +ass o air into 0&in(er orone 0&0e
ρa @ (ensit& o
air
HV f
f
Qm
W •
•
=η
d a
a
vV
m
ρ η =
RT
P)
++a8
a =
RT
Pa =ρ
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Air Pro%erties at STP
P? @ 1?1!2# kPa @ 1
at+T? @ 2#?C@ 2J
K
R @ ?.2k9kg.K ρa @ 1.1 kg+!