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T- 2t
<br>
F
<br>
PHYSICS
<br>
B
<br>
B
<br>
LEARN• UNDERSTAND • EXPLORE
<br>
b
<br>
Compiled by
<br>
* IRFANULLAH MEHAR
<br>
9 Pokaran, Jaisalmer (Raj.)
<br>
@irfanullah_mehar
<br>
World of Wisdom
<br>
M irfanullah3119@gmail.com
<br>
World of Wisdom
<br>
E=me?
<br>
F= ma
<br>
V= IR
<br>
m/s
<br>
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Astro-cosmophile
<br>
Thena! + Statistica Vafes
<br>
9
<br>
a žHafH (Laos ok themody nanis)-lqn
<br>
TANT
<br>
oG
| 05 ]2025
<br>
( Casnot engine +
eHfcien"
<br>
(Datemal Sneng Gibbe frer exegy Ethatpy)
<br>
tF/Eneemble )
<br>
tranaoaton)
<br>
(Gtatfetfoad deacipticn hem
o parttcles)
<br>
Basfe Potulates)
<br>
mieroyten
<br>
síze o
atales
<br>
Stucly methsd
<br>
Graup o Peotfales
<br>
micro Jsmal
<br>
Quantum
<br>
ethod
<br>
thonodnanic method
<br>
Macro
<br>
qston
<br>
loig/ hge
<br>
shdy method
<br>
Statical Thetse
<br>
Thermoolynamics
<br>
That breneh o! Physics
<br>
abeut
<br>
enett
<br>
to ot heat ranafomalin
<br>
gorma
<br>
g
<br>
Sto
<br>
thor
<br>
Tlheamadynanic
.,
<br>
caded
<br>
lange amount o atomc/
<br>
xist, a cadleol
<br>
A ystem in wch
oa
<br>
mole cules / fone / Pasttclee
<br>
thkexmo dy namic yetem.
<br>
past ol univexae except hemodymamic
<br>
ystem, ofeh exchange nongt th
<br>
Atmosphee.
<br>
Ttemodnamîc yeten
<br>
b mits,
<br>
seperated
<br>
Atnec
pe)
<br>
Sun
cwncing
<br>
AHmesphoe
<br>
Themo
dynante
<br>
ystem
<br>
Paund
mits
<br>
(Reas
Jneginony)
<br>
Open pten
<br>
Erchage
<br>
Ex
<br>
Thexmednamic
tm
<br>
both
<br>
bater in penJ
<br>
Close
<br>
ystem
<br>
excharge nd
<br>
enent
<br>
alater in clase Jah
<br>
-R (Themodynamic
<br>
conpleely speait
<br>
Ssolated sten
<br>
Ne ther erchage
<br>
matter nor euongt:
<br>
Iaates in themus
<br>
vanfabea)
<br>
Those uomtitiea us'oh halp.
e to
<br>
state o themodynamic
<br>
ae caled themodynamic vasiakles.
<br>
Ex- P, V,
T,m,g, u
<br>
Jextensive]
<br>
L
vaiables
<br>
Thenmodman
<br>
(Sunfa
<br>
Depend on size o themodnanke
<br>
Ex- TJS) (Volume) (v)
<br>
Variake,
<br>
(Dtenive variales)
<br>
Dresnt depnd om
<br>
aize ob
<br>
State equation)
<br>
lheumodynam
<br>
qyetem
<br>
Ex- |4 (Presswe)
<br>
(Tenp).
<br>
Stte equatn
<br>
equat yeoreente elahenahip bdueen
<br>
state vaables.
<br>
V
<br>
(°c)
<br>
T -
<br>
R
<br>
y T
(Temp. Scale)
<br>
aEET (Fnenhite)
<br>
(°F)
<br>
afra (Kelvin) ()
<br>
(°Re)
<br>
6 (Ramkin) ('R)
<br>
Volume
<br>
Temp.
<br>
No
°h
<br>
moles
<br>
Unversd,gas conatan
<br>
Degree o hotns
<br>
LEP
<br>
32
<br>
273.15
<br>
yg4.42
<br>
SF P
<br>
Upper
<br>
coldnegs
<br>
80
<br>
Axel Point
<br>
843.15
<br>
61-52
<br>
(Change fn Vemp. cale)
<br>
Scale-
<br>
NTP
<br>
/Absolate zeo temp)
<br>
UFP - LEP
<br>
F-92
<br>
(Triple Point)
<br>
STP
<br>
goc
<br>
Ls Nevmal Temp. +- Araswp
<br>
LFP
<br>
Sane
<br>
K- 23.)5
<br>
O K )
<br>
( 293-15 K)
<br>
oc (272 -|5 K)
<br>
-273 I5° c
<br>
SH1] Heat)
<br>
Heat auags lows trem high Temp.
<br>
lo temp.
<br>
Specific Heat
<br>
s=
<br>
(Cal)
<br>
Kg -k
<br>
Reqw'red
<br>
unit mass X
<br>
m. AT
<br>
|AQ= msAT)
<br>
to
<br>
urnaunt o
heat
<br>
chawnge fn tertp.
<br>
State
<br>
() Water
<br>
) oe
<br>
()
<br>
Vapo
<br>
Mslar
<br>
C =
<br>
Specib'e teat
<br>
nAT
<br>
Cab/
<br>
(AQ),
<br>
lAQ= ncaT
<br>
(Q),
<br>
2)00 JKg -k
<br>
QLCj
8aLafent Heat)
<br>
Le
<br>
L=
<br>
sotd Liqd
<br>
(latent eat)
<br>
hter
<br>
liqud
<br>
Baer
<br>
a
<br>
Gas Lfquwdod
<br>
F PA
<br>
hlork dene by themadynamc yctem
<br>
Adx
<br>
L Velume
<br>
h Pd v)
<br>
Ly = 536
<br>
(Enissien 4 heat)
<br>
W
<br>
w P AV)
<br>
PV n RT
<br>
Y
<br>
P.du
<br>
(i) VV,
=
<br>
W
<br>
V,
<br>
Va
<br>
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<br>
otlos]e5
<br>
)g-ai6 fsnZosth lauw) -
<br>
Heact
<br>
temp.
<br>
Laos ol Thezmodymam
<br>
become
<br>
ntil tanpvotwe f both yte
<br>
conditieon
callea)
<br>
equal ths
<br>
thenal equibiun.
<br>
to law
<br>
Temp.
i
<br>
yeme diy therma
<br>
kactr och rema'ne conefaut
<br>
According to
<br>
eniu lBbum
<br>
gyatem
<br>
+helmal
<br>
+his
<br>
afe
<br>
usith
<br>
eaperate
<br>
JJy )
<br>
Lao,
tuoo stone
<br>
This lauw detfne TonpeatuE
<br>
!B
<br>
Ta=TB
<br>
in
<br>
4hemal
<br>
ctem,.C, +hen keth
<br>
First lao (F3 f)
<br>
Aceerolng to to's law
<br>
heat.
<br>
toill
<br>
gren to a yeten then sytem
<br>
thg extonal heat
<br>
increae its ntena) cnezA etty en
<br>
a-afa j
<br>
Sxtena
<br>
will be
<br>
Heat t
<br>
but
<br>
external
<br>
atate unen,
<br>
d4N)
<br>
to do k.
<br>
omr )
<br>
path
<br>
ntonal. uert
<br>
's
<br>
Thia laL q'ves eonmcept ntena
<br>
folrws
enengy cunosntien law.
<br>
fa
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<br>
TWs Lau cuntt
<br>
AQ AUt nRAT)
<br>
des be
<br>
ineot'en
<br>
S1)
<br>
gocond lad
<br>
* Statement Kelvin - Plonk
<br>
sín c
<br>
Statoment o Clausis
<br>
00
<br>
- 1T 00 .
<br>
7los]2015
<br>
Thesmody namíc Ryeten
<br>
(SEHnaG )
<br>
sochoic Psoeegs
<br>
Soobahle
<br>
Joshomal Poerse
<br>
Adiabaic
<br>
PoseRs
<br>
c rocess
<br>
(Theimoc hwric Prsees)
<br>
AT
<br>
Telegram Channel Join Karein Aur PDFs
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<br>
SA
<br>
PV
<br>
PaT} Law 6qy - usee
<br>
L
<br>
V
<br>
P
<br>
dP
<br>
dv
<br>
dv
<br>
T
<br>
(P)
<br>
yT
<br>
dV
<br>
dv
<br>
V
<br>
Scan to Join Telegram Channel
<br>
@WORLDOFWISDOMSS
<br>
W= PAV
<br>
vdP
<br>
K=-
Vdp
<br>
Pdv
<br>
dv
<br>
|w PAV = P(V: -V))
<br>
Astro-cosmophile
<br>
(AQ,AU + PAV
<br>
nCp T
<br>
AW
<br>
AW
<br>
nyat +n RAT
<br>
nRAT
<br>
P
<br>
P
<br>
Qnatat
<br>
Const.
<br>
V
<br>
P
<br>
V2
<br>
Pv cmtomt
<br>
pdy +
Vpo
<br>
VdP pv
<br>
dP
<br>
dv
<br>
W
<br>
Pdy
<br>
PV=
n RT
<br>
p= nRT
<br>
W nAT
<br>
keP)
<br>
V
<br>
nT dy
<br>
V
<br>
dly
<br>
-v ()
<br>
W h RT
<br>
Wn aT
<br>
V
<br>
2e303n RT l%A0
<br>
la
<br>
P
<br>
eiiafrs -
<br>
-OG yooy (Codneting prceAs)
<br>
No exeharge Heat
<br>
UaT
<br>
AU1 W
<br>
U
<br>
Cold
<br>
+
<br>
py contnt
<br>
T= cenlant
<br>
conatont
<br>
P
<br>
-
<br>
Het
<br>
mons afonfc
<br>
J Pdv
<br>
(tonátant)
<br>
p-v
<br>
Py= cnt.
<br>
Pav Y+ vp-o
<br>
V
<br>
oly
<br>
dy
<br>
el
<br>
v
<br>
-Yevdy
<br>
V
<br>
W
iKy
<br>
K
<br>
W
K
<br>
W
<br>
1
<br>
- PV,- PV
<br>
Vd
<br>
K=- vdP
-v(-Y)
<br>
hAT
<br>
V2
<br>
0
<br>
nRT,-Ta]
<br>
E33
<br>
Pay
<br>
NOTE
<br>
1121ds
<br>
Kamfor
<br>
C
<br>
=
<br>
- PAV
<br>
AQ hCp
T
<br>
1
<br>
Heat Engin
<br>
W
<br>
1
<br>
W
<br>
Snk/a )
<br>
T
<br>
W
<br>
T-T2
<br>
Ti
<br>
Ca not Engne
<br>
T -T
<br>
Canst enghe
<br>
is
<br>
sersk
<br>
H
A
snk s reqreal to ged cotueu
<br>
dlome.
<br>
(Upr U)
<br>
661)
<br>
faf
<br>
of
a)
<br>
Sin k
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afa
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g6
, IY,
<br>
Step-I
<br>
m)
<br>
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ste-D
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V
<br>
step-N
<br>
nR(T-1)
<br>
S
<br>
Ve
<br>
sl
<br>
(K)
<br>
nR(-Ta)n Rhge
<br>
ab/Ro))
<br>
3
<br>
nhRoge ( ) (-5)
<br>
l
<br>
Cahnot Theern)
<br>
ink
<br>
5
<br>
afe
<br>
100%
<br>
T
<br>
Ta0k
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2n Grade 2022
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Ta 3 00K
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300K YR
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2T,
<br>
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750-50
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2nd Gaolse 2023 Sanalkit)
<br>
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<br>
1100J
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ahd
Gde 298
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T 8o0 K
<br>
700
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12 400 K
<br>
B00 -400
<br>
800
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<br>
Substance
<br>
oeny colbieied
<br>
olansiu
<br>
(
<br>
Thu'
<br>
29)05l2625
<br>
SntropA
<br>
&rtropy
<br>
Enhropg
Lvgit)
<br>
Entupy
<br>
(0S), (As),
<br>
Liqu'a
<br>
(Ds)
<br>
so'd
<br>
Case
<br>
ml
<br>
AQ
W
<br>
h RT
<br>
|As
n
Ren
<br>
V
<br>
P
<br>
Case -L
<br>
ase-iV
<br>
AS
<br>
n Cy^T
<br>
nGpaT
<br>
nGpAT
<br>
Case
<br>
S
<br>
ds
<br>
nAT
<br>
nc
<br>
nCAT
<br>
NNOTE|
<br>
(dQ Tds
<br>
Cy en 2 4 R n
<br>
Ti
<br>
V
<br>
Tds du
+
pv
<br>
dutds -
Pdv)
<br>
(As=o
<br>
(AS=0
<br>
}
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1
<br>
1
<br>
elan
<br>
entrepy
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SrtroFt
<br>
teno.
<br>
tvngratue,
<br>
olue,
<br>
nevakle
<br>
Rerenäble.
<br>
NOTE
<br>
Dtena
<br>
AS =
<br>
AQ
=TAS
<br>
TAS PA
<br>
nAT
<br>
N
PAV
<br>
Cy
<br>
(A0y
<br>
AU CyAT
<br>
Astro-cosmophile
<br>
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<br>
A
<br>
(AQ)
<br>
genl)
<br>
enthalp)
<br>
PAV
<br>
AH (Aa)p
<br>
AH AU +
PAV]–):
<br>
NOTE
<br>
duds -PV
<br>
(BHTAS AP=AQtNAY
<br>
0
<br>
Enthulpt
<br>
(i)
<br>
T1 Q1 H
<br>
Halm Helty fee Geng
<br>
FU-TS
<br>
6-TS
<br>
AF U - A(Ts)
<br>
dF
=
dU
-
TdsS
<br>
(': U= Tds - Pay)
<br>
dF= Tds - Pdy TdS - SdT
<br>
AF - (PAV t SAT
<br>
Gibbs free EneN)
<br>
G
H- Ts
<br>
-TS
<br>
AGAH- (1s)
<br>
d G
dH- Td- ST
<br>
dG= Tdst VdP Tds- SdT
<br>
dG VdP - SdT)
<br>
|AG AP -SAT
<br>
(Maxels utog)
<br>
1142)crd)
<br>
AU=
TAS - PAV
<br>
AF - PAV SAT
<br>
AH TAS + VAp
<br>
VAp- SAT.
<br>
P, v,T S
<br>
(i)
<br>
(iv)
<br>
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<br>
:-9).
<br>
()
()
<br>
AF=
(
W)y
<br>
F
UTS
<br>
>F=
PAV
-
SAT
<br>
),-),
<br>
H
U+PV
<br>
AH
=TAS
+
VAp
<br>
AH
AQt
VAP
<br>
(W)T;
p
<br>
AG
<br>
6T
<br>
o
H-TS
<br>
G
<br>
VAP
<br>
Dnd grad e
<br>
Ang
<br>
Drd Grrade
<br>
Q.5
<br>
2022
<br>
PVT
<br>
(A
<br>
'm'
<br>
( ), as (), stafa a
<br>
G
H+Ts = UtTS+PV
<br>
6
H- PV s
+TS^ PV
<br>
G= H-TS
<br>
(G H-TS U+PV -TS
<br>
m
An
lTT,)
<br>
Qmc Qn )
<br>
()
<br>
(8) ms en
<br>
(Ans - B
<br>
(/)
<br>
j6 Gmaole 20n2
<br>
Statemnt -A
<br>
Both Gatemeuts
<br>
&th
<br>
&tatemers
<br>
Statemv
<br>
atemect
<br>
A
Careot ot B s
<br>
(Ayne-c)
<br>
Ans
<br>
2022
<br>
R
<br>
Cp-Cr =R
<br>
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Y-1
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R
<br>
Cy
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af r
<br>
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Q. 187
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2013
<br>
35 AUt)
<br>
T,l0oc
<br>
27°C
<br>
1et gracle 21.
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P
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(AQ!
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205
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24t 20
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T, l00+ 243=373k
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Ti 21273 =300lk
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T-TA 373 300
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73
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S
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3T3
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393
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Avs -
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2
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:- 229°c 194°c
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(A) 2x 10 3J
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T
229°c >
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1
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(An B
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() 5x 0J
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224 293 5O0K
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|27 t2432 UooK
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510T
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Jst grade 2015
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4stgrade
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2013
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(A
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E
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at
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the follnsing sltemeuts is
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zer
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Q. 22
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then
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nerealeo
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6) Temp. Souee Asink
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cnst.
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cnat,
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10000
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LA2D16
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Q. 297 T, =
90°c
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Ans
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Gog0
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20
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than
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s c
enatant
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273
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as, D. 293
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total
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endroy ukadg
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p
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CL 2016
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The value o
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TE V
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TEd v
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2
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Second law
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TEav
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ideal
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k
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pyre conat.
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C1 213
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Ans
<br>
Q= 250 KO
<br>
,
250
K
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T
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5U
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5UD
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(227'c)
<br>
2
150
<br>
250
<br>
A) 100 KW, 200K
<br>
|50kW; 250 K
<br>
50<W; s00K
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200K; 5ok
<br>
256
<br>
250 XO6
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(Arns
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o8|66|9025
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(1)
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(2)
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(satietfcal Pysfes)
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Classic
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Quantum
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Statiscs
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Shatfatiog
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x, YZ
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(Phase spaae)
<br>
(Pestiem phaa space)
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afszas (Cell)
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Pa,PyiPz
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1
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VA, VyVz
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6
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H
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(Wsume)
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D)
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N
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dy
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NI
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dPy de
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ho
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kr?
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b2 E
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