Test 3 formula
general
sheet
Q
area
「
F = PA
獸
-
Parm (absolute)
=
—
1
t
,
"
=
' .
KA ax
-
-
At cycle
Since
=
'
KAC
specific
.
p(vacuum
5 (=
Parm(absolute)
=
5 CR )- 759
-
p(absolutes
Stefan-Boltzman
,
je
2
(Radiation)
law
Stefan-Boltz man
67
C tE ℃ ) と ICKJ - 233 、 Is
「COR3 と 1 .85
g と G 8 に 配 なけ 5外 1 s
Ulmal-
=O
EOACT
=
-
n =
T "]
,
1
h - o otp
Qin-Qont = Wacle
constant
「
S = entropy
thermu efficiency
…
two-phase
Vf
=
ー
:
Mliguid
+
1
-
品以
k5/ % or
: Sy
Muapor
+(Vy Vt)
+
JI
equations
muapor
analitpy cry
h = ethropy
vuce (powen cuyle
∅
emissivity
。
V=
燕感崎品
“
γ:
”
~
le
for
…
ー
R=
Pn = P/pc
K5/mol . 17
. 314
8
Q / time
Q
-
-
transfer
by heat
heat
no
超 +{
/pdv
-
^
」
V,
dr
-
is
for
negative
compression
WTO
done bySystem
WO
done
positive
w
lost
=
on
System
on
energy
hwhe
Vz ] Vi
diffuser
v . T Ve
Cn ,
can't
that entropy
power
w/ two reservoirs
cycle
に
々 器
然
に
1
s
Constant
in
니s
thermal
P. V
.
=
by eit
Kevin-Planck
=
u(t)
is
net
Statement
δ
.
=
SR 뉴]
δ
,
5
ds
=
aa - wodss
energy
work
to
by
heat
the
from
a
cycle
a
deliver
and
surroundings
while
reservoir
hmarz I0
.
4
reversibly
that remains
(J
at
2
δ
.
Wcycle = Q
-
,
QuI Q3
↑ sub in Q3
용즘 0 solve for Q ㎥
F
do = cC+)dt
、
^
√
∠
に
”%
S
Isothermis
T1 : tz
내
.
boidraaics
.
Amat : -
..
=
energy
being transferred
,
: 0 6 3 0 4
have
to
impossible
energy by
receiving
though
[S 핫]
Tds = da + pdu
const
is
:痤燕
.
it
system
wade
( revenby
from
one
.
-
PeVn
/
13)
even
(
azo - varuy
vicv = MCh, - h2)
Statement
a
도 > =0
十
比
一
二
is
+
; δ옷 ] t S$ 0 3
↓
destroyed
ClauSius
AQ
reservor
constent
獸
wayTurbine
a
heat pump
r.
=
V
u =
compressor Pump throttling device
operate
a
:
Y
(陽
Q in
-
if
)
J+
《 ER - KE . PEC
- PE
こ ( U 2 U. ) +
systems cant transfer energy
hor
t
:
(E)
-
is
PV = Constant
1
=
AE : JUT SKET OPE
Statement
systems
n
case
Constant In
=
W
t
}
Nozzle
entropy
power = W/ time
n\n
d> : 下
for
^
=
_
W
= Qw
d
gas
{ anm ( J
TC
:
JF = Q
transfer
"
w
=O
Wcycle = Q out
⑨
:
energy
adiabatic
At cycle
Since
Tr = T/Tc
-
↳
J 5 : m
aQin
=
x(Sy St )
ideal
-
w
Btu/OR
+
JS : mcr ☆ [ 「 류 ]
0
Cr : 음
+
internal
Uly- u
-
%
t
P(gabe) = plabsolute)
power cycle
AGiyde Quyun wayr
fouriur
sn uatrin ula
thivity )
equations
0
.
2 Eo 니
impossible
.
uns)
욧
·vdoPoste
so
on our
#
T
A