DRS
-
@gmail
-edoubts
-
Equilibrium &
Thermodynamics
DRS
-
com
.
12 mor
A grap
+
10219)
C
-
-
o
#Oty"
-Dpp-82(8) + 2019- 2C02(g)
① themo-DP0-G
② Thermo-DP ①
③
Thermo-Dop-
①
mail
⑤
ef-Dpp-0
⑥
①
el-Dpn-o
el-Dpp-3
⑧
chats.
· im
a
-modynami
f
O
⑰
Q-28
jace
a
1150 Kal
qu
=
.
cons ud
90
=
.
9
=
-
1150
& 27 C
%
Ep
00
chem
even
-H
⑭optoppe
#H = 9p
S
.
Jemainde
ideal gas
& 48
isothermally
.
Imole
-
PiV , =
10 at 101 - 2atm, sol
I
-
loxto 5X ?
-
-
-
-
entpres-Aam-step
ent press-stamstipo
=
=
Vz
/
Case 1
-
-
loatmP
w =
-
=
casez
-
Vz
=
⑧J
-
5/20
-
X
8 201
5ches
P2
Vi
201
V
-
2150-20)
zatm
50l
=
201
10 atma
10l
10)7
Pi
-
=
Step
Single
wa
&
pent (V2-V)
-
PzVz
-Go
3
+ zat
501
.
-
-
Wz
late
.
&
Prusgas-atm
R- 8 314
S
OH , 00
0 : 0821
or
:
>
-
-R
=
deal
gas
-
8 214
.
OG,
3
2 -naths-e-of line
che
·
graph
relation
m
w
↳
A relation
=
Spentdo
=
L
-Spdie
I mole
⑧
T
non-liner biatomic
,
SO2
expandanded
q 0
300K
=
TI
E
S
.
=>>
=>
~
-PVV
=
R
~
=
3
me
16 alm Hahm
O2
Pi
O
O
-
-
e adiabatic expansion
&O
Tz
irr adiabatic expansion
-
Ist :
-
=
=
S
=
=
Tum
so
=
do
↳ nam
dr
xCumdT
33
V Com
O
R
dudetde
du
=
us
T-
↳
Sam
SOz
-
Totaldof
E
-
= d
=
-
~ pl-Vu
-
du
Tur R
-
** E T)
-
*
3
TUR
- OVER
*
r
.
adiabatic expansion
>
-
de
.
of Thermo
ist law
du
d
ideal
dq + di
=
du
=
PV = MRT
de
-
ncrmdT
-
-
Pest (V2
-
V,
dw
=
)
=
=
-pentdv
Cr(T2 - Ti)
=
Tz = -
du
gas
x(T2 T
-
v
=
PETER
ideal
PO
=
Je
·
.........
f
MRQ
Const
T
C
·
A
Tv
Tv
PV
=
URT
ideal
-
Pent(V2 -V,)
-
ideal gas
Goo cal heat
C
-
eyclic - state on
Ist :
O
Pent (2 VI)
BC-work-imole
G
asic proces
- isob
O
-
+
du
=
0
du da de
10
+
=
dq
O
-
=
de
G
-war)
F
O
N
I
WAC
I mal
ideal
mono atomic
gas
·
P
↓
(Vo)(200)
=
Novo
-
ABCA
-
&
Ist law
i
du =
= de
expect of $-9
dq
de
=
de + du
=
-de
Gab + 9BC + 9CA
.
-
↑
①&3
j
latent
tes
-r() Bal slope
=
①
②
u
Vurono
dia
biat
+ notes
I
32dr4
Os
i
at
⑪
X
Brai
Y jeado Thum
.
min pressure
GooK
vol-talga-r- G
-
400K
adial
POURT
.
-
100 KPa
iRR adiab exp
.
-
-
du
=+ de
do = de
-U =
NCrm OT
↑
↑
-
O
si
O
-
=
O uRQ
↑
O2
⑧
URT2
pentives
-
-
-
-
equilibrium - vedoubtst@gmail Con
.
aditi Kumari
Imple
O
adv 2021
.
- ideal
-
gast
900k
-
⑪
-
2257
G
⑳
R
re
WII
w
S
S
(n()
=
↓
Priv
----
2
458
O
-
P, V,
O
O
=
=
⑧- - - -
⑳
Pz V3
,
⑤S
j =
2250
R
E
=
450
Vz
=
YFR
vi
=
2250R
law ofthermo d
#
①
:
adiabatic
Sau , = Saw
wi
⑪
,
Up-Ui
=
=
=o
Bothermal
process
DU
,
=
du
U50R-2250R
-1800R
W = -URTIn
VI
FURTI
G
D
U = MCvmT
450R
Inv
=
1xCm *
ideatatic
wan
Cu
b
du
=+de
=
SG
-
expansion
G
entpress-I atm
v
=
Ve
=
UCrm OT =
5
Pent(v2-vis
mus
⑫ =2V-u]
v
,
-
3
= 5 ahm
T1 = 298k , 0.
20 , Tz =?
ver
-
Singh
-
957
ED-DEEtH
.
-
.
-
↑
--
aug B E
.
(g)
-H =
-v
-
So
↑
typ-
Hyr
=
OHrun
-
CtySto-OHys-6Hf
=
v
=
6 (B-E)sF
=
G(s -f)
= P-
(Rommt
R
moning
ou
ideal gas
A
&
HAE He + +
C
C
-
Ka
A-
a
=
0 . 07
-
-
C
2
Ca
=
4x105
=
~
S
solve
0
/
E
4X 10-5
-
-
c
I
=
z
-
con
4x10
S
-
1
2
=
2
10-2
2x
=
0
.
02
=
20 of
·
Human
taksh
E19
Q
o
t=
t=
te
Q + Q0(q)
2
-
,
c
-
y+y +
2+
)
=
pp = TOXX
-
e
Her
-
=
zox)
-
E
x
x
um
T=
m
look
~
=
&
)
c+
x+
②
E
PHNOz
k
S
=
Late
urf
=
Ml]
nument
=
T
> B(g)
Br(l) -
-
2Br(g)
-
-
--
-
atore
-
-
.