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8/9/2019 225_Module 03 - Chemical Thermodynamics_2015presented-4
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Module 3
Chemical Thermodynamics Thermodynamics Fundamentals (Ch. 1.4)
First Law of Thermodynamics
System Definition Energy alance
Enthal!y
S!ecific "eat
Second Law of Thermodynamics
Entro!y
Third Law of Thermodynamics
#$solute %ero Chemical Thermodynamics (Ch. &.1'&.)
i$$*s Free Energy (+ot in te,t$oo-)
an 1/ &01
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Chemical Thermodynamics
2hy is this to!ic im!ortant inenvironmental engineering?
#nswers to the following3
2ill heat $e gien off or a$sor$ed $y a system5 2hat will $e the tem!erature changes associated with
the heat transfer5
2ill a reaction occur without addition of e,ternal energy5
"ow do we -now whether final/ sta$le (e6uili$rium)conditions hae $een esta$lished5
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Chemical Thermodynamics
2hy is this to!ic im!ortant inenvironmental engineering?
#!!lications such as
7ncineration Com$ustion
Chemical handling
Thermal !ollution studies 8!timi9ing the energy efficiency of !lants
:any others
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First Law of Thermodynamics
Energy Conseration and System Definition
Energy cannot $e created or destroyed 7t can only change forms
;rinci!le of conseration of energy
#nalysis on a physico-chemical system
(similar to a control olume)
8utside of the chemical system3 surroundings
Open system3
matter and energy can cross system*s $oundaries Closed system3
only energy can cross system*s $oundaries
Isolated system3
nor matter neither energy can cross system*s $oundaries
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nergy !alance
For a !hysico'chemical system/ we can write and energy
$alance including 6uantities
"eatthat entered the system (Qin) nergyaccumulated in the system (E)
#or$!erformed on the surroundings $y system (Wout)
Total energy (E) includes3
< internal %U&3 Tem!erature (moement of molecules)< $inetic %KE&' :oement of the system< potential %PE&'raitational eleation of system
(ystem
outin WQPEKEUE =++=
outin WQE =EinQ outW
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nthalpy )efinition
nthalpy %H&
Thermodynamic !otential (amount of
wor- o$taina$le from a system)
Sum of internal energy (U) and the
!ressure !otential (PV)
E,!eriment
#dd heat while maintaining constant
!ressure Tem!erature will increase
=olume will increase
y moing the !iston u!/ the system is
using the heat !roided to do wor$
(T*T +
P= 1 atmT= 20C
P= 1 atmT= 40C
(T*T ,
PVUH +=
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oundary wor-3
nthalpy )efinition
(T*T ,
(T*T +( ) 1212 UUVVPQin =
( ) ( )1122 PVUPVUQin++=
12 HHQin =
VPUH +=
PEKEUWQoutin
++=
UWQ outin =
( )12
2
1
VVPPdVW
V
Vout
==
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Change in nthalpy %H&3 6uantity of heat
a$sor$ed $y a system at constant ;
Total enthal!y (H) of a system difficult to
measure
7nterested in the changein enthal!y/ not thea$solute alue
+eed reference !oint
Trac$ing the nthalpy of a (ystem
VPUH +=
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Module 3
Chemical Thermodynamics Thermodynamics Fundamentals (Ch. 1.4)
First Law of Thermodynamics
System Definition Energy alance
Enthal!y S!ecific "eat
Second Law of Thermodynamics
Entro!y
Third Law of Thermodynamics
#$solute %ero Chemical Thermodynamics (Ch. &.1'&.)
i$$*s Free Energy (+ot in te,t$oo-)
an 1/ &01
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nthalpy Change of a Chemical eaction
and )efinition of (tandard Conditions
(tandard reference state3 &oC (&>?@)/ andreactants and !roducts at 1 atm for gases or 1 molAL for solutes
Standard enthal!y of elements B 0
Standard enthal!y of a com!ound3 heat of reaction $y which it is
formed from its elements
Change in "eat of reaction (H) B
(enthal!ies of the reaction !roducts H, stoichiometric coeff.)
(enthal!ies of the reactants H , stoichiometric coeff.)
EDBA edba ++
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Data on standard enthal!ies of formation at
standard conditions aaila$le from
e,!eriments (results in ta$les)
Com$ustion of methane gas (natural gas)3
nthalpy Change of a Chemical eaction
at (tandard Conditions
./0124+ 54+ .36314+ .,0+124,
)O(H2)(CO)(O2)(CH 2224 gggg ++
)85.74()8.241(2)5.393(0298 +=H
methaneofkJmo!3.8020298 =H
0298H
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(pecific "eat )efinition
(pecific "eat %C&'energy re6uired to raise
the tem!erature of a unit mass of asu$stance $y one degree - A -g 0C
constant !ressure
< Qinor H3 heat in!ut(for a solution/ it can $e from chemical reaction)
< m3 mass of material a$sor$ing energy
(immediate surrounding solution is mainly "&8)
< T3 change in tem!erature
Tm
QC inp = Tm
HCp
=
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Change in "eat of a (olution 7y Chemical eaction
Solution3 7mmediate surrounding water
Geaction system
+HH
queendothermiH
ueexothermiqH
edba
#
#
EDBA
+
++
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Systems moe from highly orderedtomore randomstates
Systems moe towards e6uili$rium (minimum energy state)
2or- is re6uired to create order
+eed to measure order3 entro!y ()
Entro!y increases with disorder
(econd Law of Thermodynamics
Low Entro!y "igh Entro!y
D$ff%&$on an$mat$on# htt'#.o%t%*e.+omat+h,
-/B$02e-Hh1feat%e'!ae4eta$!'a0e
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#hat is ntropy %S&?
Entro!y is a measure of molecular disorder/ ormolecular randomness
Hncertainty a$out the !ositions of molecules at
any instant
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nergy Organiation vs #or$' ntropy %S&
Disorgani9ed energy cannot $e used to do wor-
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nergy Characteristics' @uantity and @uality
Iuantity of energy always !resered (1stLaw)
Iuality of energy always decreases (&ndLaw)
i.e./ entro!y increases
+5 $A
8erall system*s
entro!y increases
Constant
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Third Law of Thermodynamics
Third Law'entro!y is 9ero at a tem!erature of
a$solute 9ero
:olecules motionless
State of ultimate molecular order
+o uncertainty a$out !osition of molecules
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# reaction will !roceed spontaneouslyonly if
the !rocess leads to a decrease in the free
energy of the system ( J 0)
Ks!ontaneously*3 without energy $eing
added to the system
#hat is the se of Bi77s Free nergy?
* !1) J 0
&) M 0
) B 0
* !
* !
e6uili$rium
driing
force5
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Change in free energy during a reaction
#hat is the se of Bi77s Free nergy?
FreeEnergy
Geactants ;roducts
*
!
C )
F
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Free energy cannot $e measured directly
(tandard reference state3 &oC/ and
all reactantsA!roducts at 1 atm for gases or 1 molAL for solutes
Standard free energy of elements B 0
Standard free energy of a com!ound (0) B free energy of
formation from its elements
Change in standard free energy for a reaction3
Change in Bi77s Free nergy of a eaction
at (tandard Conditions
oB
(free energy of the reaction !roducts , stoichiometric coeff.)
' (free energy of the reactants , stoichiometric coeff.)
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*cid rain3 result of $urning fossil fuels
#ill These eactions Droceed?
Fossil
fuel
S8&
Com$ustion
"&
S8
Dissoles in water dro!lets in atmos!here
"&S84
8,idation $y o,ygen or !ero,ide/
cataly9ed $y Cu or Fe in cloud water
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Changing From
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Changing From
(tandard Conditions to Field Conditions For nonstandard conditions (!)3
eaction @uotient %@&
67# 8hemo4nam$+ A+t$-$t 9mo!:;&o!%te&
o
9'at$a! 'e&&%e $n atm;0a&e&
< = (a+t$-$t +oeff$+$ent)
{ } { }
{ } { }
+=
ba
d%
o
&'
(C)T!! !n
D+C*BaA ++
( )(>)etem'eat%A*&o!%te#
mo!
kJ103143.8+on&tanta&?ea!#
+on$t$on&&tanafo#
enefee&@$**$nChane#
3
TK
)
!!
!
o
=
Thermodynamic )efinition of
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For nonstandard conditions (!)3
Thermodynamic )efinition of
=uili7rium Constant %E&
#t e6uili$rium/
=uili7rium constant %E&
[ ] [ ]
[ ] [ ]
+=
ba
d%
o
&'
(C)T!! !n
D+C*BaA ++
[ ] [ ]
[ ] [ ]
=
ba
d%
o
&'
(C)T! !n
(atm)'e&&%e'at$a!a&o(mo!:)$on+on+entat&o!%te
#ill These eactions Droceed In The Field?
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#ill These eactions Droceed In The Field?S8&(g)
"&S8(a6)
"&S84(a6)
m*ppm+
mo",-!#H#H# oaq"g
0285.00.150
0.3)(32)(2)(2 +=+
m*atmm*
mo",-!#H##H oaq$eCu
gaq
028.021.0028.0
5.210)(42
)(221
)(32 = +
[ ][ ][ ]
+=
)(2)(2
)(32!n
"g
aqo
#H#
#H)T!!
[ ][ ][ ]
+=2
1
)(2)(32
)(42!n
gaq
aqo
##H
#H)T!!
( )K)
CTatmPtota"
=
==
mo!kJ103143.8
151
3
*t #hat Dartial Dressure #ould
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*t #hat Dartial Dressure #ould
(O,eaction !e at =uili7rium?S8&(g)
"&S8
(a6)
m*atm
mo",-!#H#H# oaq"g
0285.0,
0.3)(32)(2)(2 +=+
[ ]
[ ][ ]
+=
)(2)(2
)(32!n
"g
aqo
#H#
#H)T!!
( )K)CTatmPtota"
===
mo!kJ103143.8
1513
0=
[ ][ ])(2
)(32
)(2
e' "
o
aq
g
#H)T
!
#H#
=
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2ill a reaction occur spontaneously5
Change in enthal!y alone will not dictate whether
reaction will !roceed s!ontaneously
oth enthalpyand entropyneed to $econsidered Bi77s free energy %GB&
8nly change in Bi77s free energy %GB& can !redict
whether a reaction will !roceed s!ontaneously
Geactants must hae more energy than !roducts
2hen GB5/ reaction is at e=uili7rium
Forward reaction rate B ac-ward reaction rate
#ill * eaction Droceed?
Can *lso )etermine the =uili7rium Conditions