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2020/2021

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EQUTLIBRTUMn
INUOLUTNG
CHeMTCAL
SYSTEmS
1
Pota
ssium
chloor
decomposeo
or
heatirg
foam
pota
ssjum
chloriode
Oxygen
ku
t 30,
ano
In
thu
n
the
produdt
Cannot
combi
ne
to giue back
potassium
chloyae.
In
he
case
o
cweible
Hns
the
Ocvu
Onuy
in ousavol
decuoan
These
uns
g
to
Complehon
and
mo
stosting
maleials
aue
lt
Howew
he
Huerible
readian
do
not
go
to
Comple
tiom
hen
hese
Ans
aHe
peunumeol
n
closedcontoin
es
the
a
stage
u.
rcached
at
which
the
top
nea
diom
appeas
to
.
makias
au
t
though
Some
Stasuting
This
statt
Calltd
Chemical
equilibrium
.
Lets
Consiolu
a e Chemicaal
tns
un
Ondento
nde-
stand
che
mical
eqitbrium
1 Decomposition
0t
alcium
Cabonáe
When
solid
Calo,
sheakd
in a closcol vessel
at
lo73
k,
dccompose
S
oud,
Calciwm
Oxide
and
gaseoa
CO.
Du
to
the
b
ddopeol
in
the
with
the
help
of a
into
01
CO,
Puts
SwHe
be
wul
Produchon
NCSsed
which
recorded
COn
As
he.
ompo
siti
on
CalO
(ontinus,
manomeen
pf3
pf4
pf5
pf8
pf9
pfa
pfd
pfe
pff
pf13
pf14
pf15
pf16

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EQUTLIBRTUMn INUOLUTNG CHeMTCAL SYSTEmS 1

Pota ssium chloor decomposeo^ or^ heatirg

foam pota^ ssjum^ chloriode Oxygen

ku t 30,

ano

In thu n the produdt (^) Cannot combi ne to giue back potassium chloyae.^ In^ he^ case^ o cweible^ Hns the Ocvu (^) Onuy in^ ousavol decuoan^ These^ uns^ g to Complehon and mo (^) stosting maleials aue lt Howew he Huerible^ readian^ do^ not^ go^ to^ Comple^ tiom

hen hese Ans aHe^ peunumeol^ n^ closedcontoin^ es

a stage u. rcached at which thethe

top

nea diom appeas to.

though Some Stasuting makias^ au^ t

This statt Calltd Chemical^ equilibrium^.

Lets Consiolu a e Chemicaal tns un^ Ondento^ nde-

stand che^ mical^ eqitbrium

Decomposition 0t alcium^ Cabonáe^ When^ solid^ Calo,

sheakd in a closcol vessel at lo73k, dccompose

S oud,^ Calciwm^ Oxide^ and^ gaseoa^ CO.^ Du^ to^ the

b ddopeol^ in^ the with the help of a

into

01 CO,^ PutsSwHe

be

Produchon wul

NCSsed which COn recorded

manomeen As^ he.^ ompo^ siti^ on^ CalO^ (ontinus,

the pressuMe qoes on Inutasung. Aple Some ime it is Ob Sewol thot putsswu beComtaConstart at tontant tmp. evn though. Some CatO i shlpuestnt his Tmean that the amount_o CO produceol has be ceme ConstaniThu constanu PressuttL w that_ The

tqilbrium hasbeen eachcd Thismay be epren

as Ca Co (^) Ca0 (3)+ Colg ATE OF EqUTLTBRTUM The stake_in whith the

me asu4ablelepropetes the 34sttm do not undeug

an the notce able Chanqa undguen Aet o

Conduhon u said to be stat e equltb r*um

Attainment

an (^) ue

Httainment eauil ihuiun To LAnclenstont the meanung

o1 (^) Chtnicalequulibtium (^) consid a (^) simple (^) qernal

wusible rta cin Cauieol ina closed ues sel ata.

Constat tmpeuatuu A (^) lq) t (^) Blg) (^) Clg)t (^) Dlg)

At thestat^ of exp tht reoctanl A

and Bau present un duini Cont As thereaction

amongthe reactant

th

Proceeds he ledive (^) aelusicn moleules (^) result (^) in the (^) Jormaiutn th (^) produ

The tor uadreacion may be wr*ttn as

A +B (^) .Rn with he (^) possag (^) oime (^9) th conc of the^ neatanuodectase_while (^) those (^) ethe produprodud inoitasu^ Sinte^ theprodu (^) mo (^) ltculu aue nst

oullowtol to^ leaue the^ utud (Hn. u casitd oud tn the

ClosedContaint)thu ouo^ nea ct batk (^) amamg (^) themselu

to gloe back^ the rea ctanh. Ihebackwaud rn maybe

writlenas

This 1s betause the uate orma on o HIHA^ atat^ thethe

esult of thna

of HI.et the eqtdtbtum

euulibium become equa to the uat o lecomposition

heCon o tatahts and

AS POduct becomeConatant , Since both theopposung AnS..

Conhnue wen at he equwibiun has been reathed

3uwh a chemical tquullbrjum Rnouon as oynanmic

equilibrium

dhePropeis 0 the Systtm become constanl a elcbriun

Ound rumaun unchargid heea + g Jn the detompsi

tiem Ca CaCO evapoyation wa Un closed

us pressuubecome Constarnt at cquuubrium

(^3) he (^) eguiltbxium can (^) be (^) attoinec (^) ondyi tth (^) ssttm_u dosto one tor the stablish rment o esul thriumit i

quiteObuios hat^ the^ Sustm 3houldbe closeel

One (^) 9f (^) tht (^) 6yakm not (^) clos eol, (^) Some e (^) theProduds may C2Cope^ om^ he^ Containus^ and^ thet^ foue,^ the backwosud (^) Hh wl not (^) take (^) place (^) lonsesutntly, d

wuu not be possi ble attainhe euuibrimn

(^4) he (^) eguilibrium Can be approachedrom athu^ du

Equilbrlum Can be obtaine d hrom oth Sides

wheth we^ stait (^) the (^) Heaction (^) by (^) taking Halo) (^) andl Cg), and^ guHI (^) tg) o^ by taking (^) HIlQ)_whith Hg) and g).

aHI g)

ww decompose To Hlg)+ 9)

HI(g) (^) Ha(g+ (^) (g)

5 A (^) catolyst dosnot (^) akten (^) the (^) equiubrium (^) Point h a Hwuible rtachon, 0 Catalyst {ouwaud as well a backuwouol JAEQ ction to eq ual ex tnd

the

TheeocHt, t, thethe (^) tquilihxium

pout i^ nst allucd. Hottuyt

the cqillbrtumequlibritum^ memay be^ attained (^) canlic tn the (^) prtstntt el a catalat.

LAW OF MASS ACTToN

At OfOF MASSMASS (^) ACTTON (^) H (^) stakts that the^ Malt^ oa chemicalshemital Hhun sduurcty (^) proposctio nal to the (^) produ ct the kmp an gYon time

ma la toncz the actan at^ a^ corstont

he molaH Conc e mumbe o rnuls, pet

(ihe also^ Calleod actiut mass. 9+ s txpresSecd by

tncloSun AeSgmbols e 4anmulae e the substante

i quOHEbroCRA. tq melan Cone eo A tprtsstol

a5 LA.

Lt_ Consici ta simple sun bluw he Apecies A and B

A 8 B Produc

Acc to lauu^ maa adion,

Rati ertoction, X LAJLBJ K[AJLe whue LAJ and L8_asu the mola conc ethe reactaru Aard (^) Brespecively) I,e^ a^ a tonstant (^) e (^) propaselionauy fe heforuwaucd n Ond u knozon as rak canstant Iht Hate Conutort s also Called vdouty censtanit Nouw, the Con C tach ethe rcactan Unvolued i h 4eaction i uit A ALB) 1 then,

RadtuR o Reoction, kx 1x1 oM K

u be delined a th uof o the Hnthtn the Co nc

Thus constond^ H^ at^ a^ gwen^ temp

tath o he HeoctanD^ unih

nauie

Similah the batkuaxdtn

C+D (^) AEB Ral o batkwoud reacion LloJ.

Kteilaj

whut K the rate Constart (^) o thebatkuad req cion and Li DJ a mola Conc praclucls C 0 up

Atequiihrium, th rates twooP0pposung ms brcome.

equallheeoeat (^) eqil thriun, Rati el forwaud readm = (^) Rat o backwaud reacion k lA]Ca] lcl[b) Kb CA^ CB

The CombineoConstant K which is cqualto k is Calleo (^) cauil ibrium constant^ and has^ a^ constarl value (^) fon Mtacticn at qwen kmp The aboue eq Ls knoun as

lou oChemi cal egilibuium

tor (^) a qental Teaction (^) o (^) th ype

The

aA t bB cC+do

Theequltbium Constani ma befepresentd a K To

wheue heeXponenls 0,b and , O haue the samt vaiue as (^) those tn th (^) balanced (^) chemi (^) cal eguoi (^) on Thus, thene tquil ibrium Constant may be delined 2 The rao^ bluDthe (^) produd ef molou oftheproduc to the mslau Conc reactanl thtach. othucong tnm rajsedto a pouwe egual to

ConCs

ts Sti chio mibuc Ccelicieril in th balonted^ cherricai

quation at a Conitanl empoatuie

for example, for the reaction

9+ I, 19) H1 (

theqülibrium consta,kee^ ma

be wriUen a

Ke LHILoliq

Genualu the^ Subsoipt^ 'cg^ wed^ om^ expressing^ qu ium Contfhkrat on ù omitted. 9t u taken grand

that theConc, nthe expression tas Ke e egullbr

vau lhtuetot, wit

k [HILQl

In the about expressitn.,^ theCon^ the^ vauious^ 3pecaA He qenHal (^) eypr essed in kms o moletre SimilarySimilaxy the equilibrium ConstanI for he reoth on. yNH (q) t 50 lg) 4No (^) q) t^ 6H0 (^) lq)

K oHd

mo be notd that whilewuthng expression a eqillbriwn Conatant9ymbas o phase (S,J,g atLgnorcd unlus t u^ Uu essential. Equilibrium Constant aaco LA In gosto reaions the ConC gase may also be expres sed in. ouns 01 theis pauti al predlses

Sustms

be

for qaAcou

aA+bB cCt dD

We Can alsowrit P CRTas Lgal^ RT-Cii)

Now p CRI So tha PA LA] RT

hee TA] a themolau conoA Sinmilasuyp- PglB]RI_

Pa_[ RI

Po lo]RRI

whuu LA, L_and [DJ a the nala concg 8,Cand

D upectiuek

Substitutinq heae valuesinexpresion in Kp n Rg i.

Kp CA) R. (Ce) RT)b Tc lo RTd

CoJ RT)«

w.woa m

CRTCrd) (o6)

ke (RT)Cctd)-Ca+5)

Kp K, (RT)

wheuAn Ccrd)- latb) i:e

moles 6 mumber^ mo^ lea^ o

gastous produtA umbey 0O4t ousreatan un c

balanced chumical equation

tor Examplt

NH Cq)

KpKe CRI)An

And-((+3) -

Kp K CRT)*

inHalg) Talg) &HI Cq) An -(+) Kp = Kc (RI° KC

() dNou tg) (^) Nolq) lg)

AnEdtaJ

kp Kc (RI)=keR

Unibs o £quilibrium Contant The units Kwll depend uRon he no moles e tatont andpraducinuolueal un (^) thereaction s (^) diauu SEdahead UhJhun fotat no: molea oprodudh_i equal ta the. total mo e molu Q readand K hos no niaeg NaCg) 0, 19) ANo^ (q)

K NOa

1 the conç aut express ed tnteums molts peklutr t, mal

(molt ") (mol )

Simila for the reation

then no^ uniu

dHI (^) (9) (^) Hlg)Ja (^) 9)

K H LgLi ( molt)mol)^ no^ uni

THI (g) moll) *

06 (8-0xJ0 yx) om hatuKeethfolowingKe egulbuum, whn. the eguillbrim Conc e cach substante [sOo6oM o 08a^ M and^ LsD,3^ 1-9o^ m

Sol lhe^ Guili^ b^ rium^ Conatart ke -

Ke (^) Csa [so,3 Lo,3'

K 90 m) (o60M)"o 8a m

P PUg and Qu at_equilibaium. at oo

and (^) hainhawing Conc^ :59M PU, 157 M^ U^ and^ 4]m PUg Calculat^ ke^ aa^ thereoction. Pus Pu^ U Se The^ equilibriwm^ ConsiarT^ oth^ eacben^ ma be wut en a k Teuilu, CPus K L:52) -59)

79 M

Fnegui. Syskm^ fo^.^

rn: blw Hanol ta qwt HI

at 6To K na^ ire^ 4l08kConfain^ O4^ molt^ e^ H,

O4moleo1ano moles^ e^ Hr^ Calculat^ t Ea ibriuum on&tont gat : for the rea m, Ha (^) lg I, g)^ HI^ )

LH,CL

LD ola^ Con^ Co^ vouou_ápecic^ a^

equlLbriUm

[H3 b:9_0o8 mol L^7 o^

0 08_mo)L

CHI) (^5)

Subshe vauiou^ valuuin^ the^ abourexpressiOn^ fAAe

k _o:48)

(o.os)(oot)

36 o

Izcteuminko (^) to th reoction^ 2sQ^ g)tg)^ as_

Kp 3-4^ banat^ loooc

SeL Kp^ K^ (RT)^ O^ ke^ Kp^ LRD An -(a+l)=-

ke 3.^ 4x^ (o6^ 831373)'

-359: D coumin^ Kp^ athirea.ction No lg) 2 _àNO^ tg)^ t_Ulg

k 3 15 xlo^ l^ o69^ k_

Sell uWe^ kkp^ noo Kehat A i wbevaw An kp 3:75^ x^ Lo^ x(o*o^93 x^ lo69)

3:33 x1o

T Ja th cO

HeTogenous equilibniun : The equilibium eaction. in which (^) he (^) sueactant (^) and the (^) proolut (^) u preen tndilleaent phaseau caledhetuo genou eq uulbritum

Cacos ls) Cao (^) ls)+ (^) Co C

may be noted that the equlibiun

presslon oA hetuogenous ns doLs nothudi he

ConcCant (^) puesalio (^) becase theu (^) Conc, (^) rUmain Conston. (^) Similoar (^) the (^) Con c (^) Q (^) p iquials au also asumeol ta (^) be tonatart and hese dlo not Oppeaineguilibuium Cxpresi an. C-GCOnaide he httHagen.ouareacion- Cato,)

he CadL)t Co (^) lg

K (^) LCao (^) (LCo (^) a

LCa cO, s)

The (^) conC (^) of (^) aD (^) )and to Calo,^ (s)^ may^ be^ asumeol be (^) constasti.eCao (^) Co) and SO that k k lcolg)3 LCaco,s)J|

SInce the paual

LsPropautional (^) to (^) Concentrotian (^) kp_PCL This (^) ghows (^) that ata

presu a gaseU Cermpene

the paticua^ kmpel^ atun^ t^ fa deompogition (^) lalO the (^) equwibrium CO, podal PAeIsuAe yAtm is (^) equal (^) to (^) Kp.

Wsite he^ tquilibium ConstanT (^) expresions oUowu rn an^ th 5a Co s) Ba o('s)+Conl9)

K LBaA)lto.gJ

CBaCos

Set

By Convention, lBab(s)3 and lBaco, ls)=

ert

kLto, (g)J D kp plto)

Ag B ()

Sal!

Ag tag) tB (a9.)

k TAlaa) A las

Aq B

O kAg (ag)J Blaq Ag Bls) =||

CH CoCH ()

Spl

CHg Co CH, (9)

k lCH_ CocH lg

CCH Cot H% ()

oLCH, (oCH lg)

( TCH coCh () = 1]

CHy CHy (g 0, g) CO^ C9)t^ dHo^ l)

Soll

klcotg)1l'H,of] TCH 13 Ca

Co lg)

TCHyl9)3 log

AL (s) 3H laq) AL (aq)+_3 Ha g)

Sol

k AS Lag] [H,lg)Jo LAiag)l TAL&) [H laq)]

Als)=)

6 HPo (aq) + H,O Hs +^ Caq)+ Polas)

tor (^) arweuible..rh (^) heeailbriumLonstat an

the owauoL n: UnuuC he eguthrium

Constar_fouthebackuad utaction. e-9 1.equi ConstantKa hetn: combinatian b/u H

and I at 777k l

HIL9)

CHT] CH3CI Thenthe equi LonstanT_ (^) o (^) the (^) dlecomposib (^) an

HI k') he nueue he aboue equi: Cental

HI l9)

k HJlI)

CHT] K

T qeneLal KzOALUand rea chon

ba chwand s4ea cfon

The ualue an tquiLbsium Constan la he

xknd to which a n: puoctecds in he ouwad an

ThtTheequil (^) cbum (^) Conatant (^) isindepenolenl ehe

HvAt duection.

preaente catalyst Thu is becauuc the catolyAt olch heuaks eteuwa^d backu aral reactiom equall Application eEauilibuium Con4tant^1

he umtuital value e esulibrium

UmpaIart becouse hlps s

Rnou whethut weexptoL a An:miatuu oesuiltbri-.

Constant ia U

wm To Contain a high ox a low Conc oprodue This (^) inumationÚs U dulin

Imduustria procees becawethu hups to ptolutL whtth

enouh

PopOAto (^) industrial (^) procts (^) ike fo (^) max PHOdLct o^ not Chouh

Some o^ the^ imp appucau ons

equlibium Conu (^) tart (^) a

( T^ hupA topueolict the extenol me On tDE baay

of it magnitude

  • (^) predic the (^) di

St e^ the n

hetps (^) calulate (^) equilibium, Conentratons

Pre (^) oliction (^) o (^) xtent of (^) Reaction 2lhe^ mogntuole equilibuium (^) Conatant (^) k (^) mdi (^) cate he extnol (^) to. whih

he (^) magntuoe o (^) the (^) equulibsium (^) conston and

a eatian Can g

In othe oHos u a meAHe

theComplttion e a HewONible_reachon Howev

u ma be notto thot an

an equibsiumn^ do^ not^ ive

Unoumation (^) abeut he (^) Hati at (^) whih (^) the

the

equjbuum U reahed Thus (^) faxg (^) tu the (^) value wu (^) be the Khe^ qrcae To equilibiium^ Conc^ of^ the^ produu^ TlotiuG those (^) he (^) reotanu

e rn Proceeo to a

qr eol^ ex^ Hnt O (^) K>lo, (^) producA predominaku Oue (^) Htatanls (^) aJ equil (^) thium (^) , ku^ ve (^) lauge the (^) n: neau o^ Comp (^) letiem procteo K< lo, Htoctan K (^) Uep (^) Bmal henn:proceeds to^ uey (^) im (^) a

predomimate (^) ou (^) produ (^) Y

exert0H (^) raruy unhe - Hange (^) et loto^ l0 (^) appe (^) dable Conc (^) o both (^) reactanKard (^) PHOduG (^) ou pusurt

ConC

Preoicing (^) the Dirrction (^) he (^) Reaction 1-» (^) The ind the^ equ

Constant aso hetps to di»" in whldh an