Seminar 28
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Transcript of Seminar 28
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Seminar Presentation on
REACTIONS INSERIES:
Prepared By : Guided By :Prepared By : Guided By :
H.M. Joshipura M.H. JoshipuraH.M. Joshipura M.H. Joshipura
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IntroductionIntroduction CRE :CRE : Various reactions are to be dealt withVarious reactions are to be dealt with
ClassificationClassification
1. wrt Phase1. wrt Phase
Homogeneous reactionsHomogeneous reactions
Heterogeneous reactionsHeterogeneous reactions2. wrt Catalyst2. wrt Catalyst
Catalytic reactionsCatalytic reactions
NonNon--catalytic reactionscatalytic reactions
3. wrt Equilibrium3. wrt Equilibrium
Reversible reactionsReversible reactions
irreversible reactionsirreversible reactions4. wrt Concentration4. wrt Concentration
Single reactionSingle reaction
Multiple reactionsMultiple reactions Series reactionsSeries reactions
-- Parallel reactionsParallel reactions
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Mathematical CharacterizationMathematical Characterization
The simplest case of series in which every reaction in theThe simplest case of series in which every reaction in thesequence obeys firstsequence obeys first--order kinetics, may be represented in termsorder kinetics, may be represented in termsof following equation ;of following equation ;
kk11 kk22 kk33 kk44AA BB CC DD ....
The differential equations that govern kinetic systemsThe differential equations that govern kinetic systemsof this type are solved by working in terms ofof this type are solved by working in terms of
concentration derivatives.concentration derivatives.As we go on to derive the equations for theAs we go on to derive the equations for theconcentrations for A & B, depicting the relationconcentrations for A & B, depicting the relationbetween concentration and time, we get them asbetween concentration and time, we get them as
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As we go on to derive the equations for theAs we go on to derive the equations for theconcentrations for A & B, depicting the relationconcentrations for A & B, depicting the relation
between concentration and time, we get them asbetween concentration and time, we get them as
A = AA = A00 ee kk
11tt &&
B = BB = B00ee--kk
22tt + [(k+ [(k11AA00/(k/(k22 kk11)) (e)) (e
kk11tt ee kk22
tt)])]
The time corresponding to a maximumThe time corresponding to a maximum
concentration of B is given byconcentration of B is given by
ttmaxmax = (1/(k= (1/(k22 kk11)) *)) *
ln[kln[k22
/k/k11
(1 + B(1 + B00
/A/A00
kk22
BB00
/k/k11
AA00
)])]
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The graphs below show the change in concentration ofThe graphs below show the change in concentration ofB wrt time, for different casesB wrt time, for different cases
CaseCase 1 when B1 when B00
= 0= 0
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CASE 2 Two modes of behavior for B when B0 = 0.5A0
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Qualitative discussion about Product distribution :
Consider following two cases elaborated in following two graphsCase - 1
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Case - 2
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For irreversible reactions in series the mixing ofFor irreversible reactions in series the mixing of
fluid of different composition is the key to thefluid of different composition is the key to theformation of intermediate.formation of intermediate.
The maximum possible amount of any and allThe maximum possible amount of any and all
intermediates is obtained if fluids of differentintermediates is obtained if fluids of differentcompositions and at different stages ofcompositions and at different stages of
conversion areconversion are notnot allowed to mix.allowed to mix.
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Quantitative treatment for Plug flow andQuantitative treatment for Plug flow and
mixed flow reactormixed flow reactor
Equations depicting the behavior ofEquations depicting the behavior of
components :components :
For P
FR:
For P
FR:
CCAA/C/CA0A0 = e= e-- kk
11
CCRR/C/CA0A0 = (k= (k11/k/k22 kk11)(e)(e
--kk11
ee--kk22))
CCR,maxR,max/C/CA0A0 = (k= (k11/k/k22))
kk22/(/(kk22
kk11))
p, optp, opt = ln(k= ln(k22/k/k11)/(k)/(k22 kk11))
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For MFR : Equations depicting the behavior ofFor MFR : Equations depicting the behavior of
components :components :
CCAA/C/CA0A0 = 1/(1 + k= 1/(1 + k11mm))
CCRR/C/CA0A0 = (k= (k11 mm)/[(1 + k)/[(1 + k11 mm)(1 + k)(1 + k22 mm)])]
CCR,maxR,max/C/CA0A0 = 1/[(k= 1/[(k22/k/k11))
1/21/2 + 1]+ 1]22
m, optm, opt
= 1/(k= 1/(k11
kk22
))1/21/2
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Quantitative treatment for plug flow or batchQuantitative treatment for plug flow or batch
reactor and mixed flow reactorreactor and mixed flow reactor
The concentrationThe concentration--time curves :time curves :
For PFR :For PFR :
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For MFR :For MFR :
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Relative concentration of the reactionRelative concentration of the reactioncomponents, for PFR :components, for PFR :
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Relative concentration of reaction componentsRelative concentration of reaction components
For MFR :For MFR :
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Comparison of the fractional yields of R inComparison of the fractional yields of R in
MFR & PFR.MFR & PFR.
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Comparison of yields in PFR & MFR(CSTR)Comparison of yields in PFR & MFR(CSTR)
For PFR : the maximum concentration of intermediateFor PFR : the maximum concentration of intermediateisis
CCR,maxR,max/C/CA0A0 = (k= (k11/k/k22))
kk22/(k/(k
22 kk
11))
and the time at which it occurs isand the time at which it occurs isttp,optp,opt = ln(k= ln(k22/k/k11)/(k)/(k22 kk11))
For MFR :For MFR :
CCR
,maxR
,max
/C/CA0A0
= 1/[(k= 1/[(k22
/k/k11
))1/21/2 + 1]+ 1]22
AndAnd
ttm,optm,opt = 1/(k= 1/(k11kk22))1/21/2
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Taking the ratio of the equations for CTaking the ratio of the equations for CR,maxR,max/C/CA0A0
for MFR(CSTR) to PFRwe havefor MFR(CSTR) to PFRwe have
YYCSTRCSTR/Y/YPFRPFR = 1/[{1 + (k= 1/[{1 + (k22/k/k11))1/21/2}}22(k(k11/k/k22))kk22/(k/(k22-- kk11))
The graph in next slide shows comparison ofThe graph in next slide shows comparison of
maximum yields for series reactions in stirredmaximum yields for series reactions in stirredtank and plug flow reactors.tank and plug flow reactors.
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Reactions in series producing by products :Reactions in series producing by products :
Reaction system :Reaction system :
FEEDFEED PRODUCTPRODUCT
PRO
DUCT
PRO
DUCT
BYPRO
DUCT
BYPRO
DUCT
Reactor performance :Reactor performance :
FEEDFEED PRODUCT rPRODUCT r11
= k= k11CCFEDFED to powerto power 11PRODUCTPRODUCT BYPRODUCT rBYPRODUCT r22= k= k22CCPRODUCTPRODUCT to powerto power 22
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Where rWhere r11,r,r22 = rates of reaction for primary and= rates of reaction for primary and
secondary reactionssecondary reactions
KK11,k,k22 = reaction rate constants= reaction rate constantsCCFEEDFEED = molar concentration ofFEED= molar concentration ofFEED
CCPRODUCTPRODUCT = molar concentration of PRODUCT= molar concentration of PRODUCT
11, , 22 = constants (order of reaction) for= constants (order of reaction) for
primary and secondary reactionsprimary and secondary reactions
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Idealized reactor models :Idealized reactor models :
There are three idealized models used for reactorThere are three idealized models used for reactordesigns.designs.
Ideal batch model, Continuous wellIdeal batch model, Continuous well--stirred model,stirred model,The plug flow model.The plug flow model.
For a certain reactor conversion system, the feedFor a certain reactor conversion system, the feedshould have a corresponding residence time in theshould have a corresponding residence time in thereactor.reactor.
so batch or plug flow reactor give a high selectivityso batch or plug flow reactor give a high selectivityfor the given conversion in case of series reactionsfor the given conversion in case of series reactions
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Reactor concentration :Reactor concentration :
The series reaction producing byproducts can beThe series reaction producing byproducts can be
inhibited by low concentrations of PRO
DUCT
.inhibited by low concentrations of PRO
DUCT
. If reaction involves more than one feed, thenIf reaction involves more than one feed, then
using an excess of one of the feeds enablesusing an excess of one of the feeds enables
operation with a relatively high conversion ofoperation with a relatively high conversion of
other feed material, and still inhibits seriesother feed material, and still inhibits series
reactions.reactions.
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Reactor temperature :Reactor temperature : If kIf k11 increases faster than kincreases faster than k22,operate at high,operate at high
temperature.temperature.
If kIf k22 increases faster than kincreases faster than k11,operate at low,operate at lowtemperature.temperature. Reactor pressure :Reactor pressure : If there is a significant difference between the effect ofIf there is a significant difference between the effect of
pressure on the primary and secondary reactions, thepressure on the primary and secondary reactions, the
pressure should be chosen to reduce as much possiblepressure should be chosen to reduce as much possiblethe rate of the secondary reaction relative to primarythe rate of the secondary reaction relative to primaryreaction.reaction.
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For liquidFor liquid--phase reactions the Pressure is likelyphase reactions the Pressure is likelyto be chosen toto be chosen to
Prevent Vaporization of the productsPrevent Vaporization of the products
Allow vaporization of one of liquid so that itAllow vaporization of one of liquid so that itcan be condensed & refluxed back to the reactorcan be condensed & refluxed back to the reactoras a means of removing the heat of reactionas a means of removing the heat of reaction
Allow vaporization of one of the componentsAllow vaporization of one of the componentsin a reversible reaction in order that removalin a reversible reaction in order that removalincreases maximum conversion.increases maximum conversion.
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Industrial Applications :Industrial Applications :
The below mentioned cases are prominent applications of theThe below mentioned cases are prominent applications of theReactions in Series.Reactions in Series.
The Chlorination ofToluene:The Chlorination ofToluene:
CC66HH55CHCH33 + Cl+ Cl22 CC66HH55CHCH22Cl + HClCl + HClToluene Chlorine Benzyl ChlorideToluene Chlorine Benzyl Chloride
CC66HH55CHCH22Cl + ClCl + Cl22 CC66HH55CHClCHCl22 + HCl+ HCl
Benzyl chloride Benzal dichlorideBenzyl chloride Benzal dichloride
CC66HH55CHClCHCl22 + Cl+ Cl22 CC66HH55CClCCl33 + HCl+ HCl
Benzal dichloride BezotrichlorideBenzal dichloride Bezotrichloride
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The manufacture of ethylene glycol from ethylene oxideThe manufacture of ethylene glycol from ethylene oxideand water:and water:
CC22HH44 + Cl+ Cl22 ClCHClCH22CHCH22OH + HClOH + HCl
Ethylene ChlorohydrinEthylene ChlorohydrinClCHClCH22CHCH22OH + 1 /2 Ca(OH)OH + 1 /2 Ca(OH)22
CC22HH44O + 1 /2 CaClO + 1 /2 CaCl22 + H+ H22OO
Chlorohydrin Ethylene oxideChlorohydrin Ethylene oxide
CC22HH44O + HO + H22OO HOCHHOCH22CHCH22OHOH
Ethyleneoxide Ethylene GlycolEthyleneoxide Ethylene Glycol
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The manufacture of Ethanolamine.The manufacture of Ethanolamine.
NHNH33 + CH+ CH22OCHOCH22 NHNH22CHCH22CHCH22OHOH
AmmoniaE
thyleneoxideAmmoniaE
thyleneoxideMonoethanolamine,MEAMonoethanolamine,MEA
NHNH22CHCH22CHCH22OH + CHOH + CH22OCHOCH22
N(CHN(CH22CHCH22OH )OH )33MonoethanolamineMonoethanolamine
Triethanolamine,TEATriethanolamine,TEA
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The manufacture of Glycol Ethers:The manufacture of Glycol Ethers:
CC22HH55OH + CHOH + CH22OCHOCH22
OHCHOHCH22CHCH22OCOC22HH55Ethyl alcohol Ethyleneoxide CellosolveEthyl alcohol Ethyleneoxide Cellosolve
OHCHOHCH22CHCH22OCOC22HH55 + CH+ CH22OCHOCH22
CHCH22OCOC22HH55 CHCH22OCHOCH22 CHCH22OHOH
CellosolveCellosolve
CarbitolCarbitol
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Summary :Summary :
For series reactions mathematical characteristics areFor series reactions mathematical characteristics arelearned and behaviors of proceeding components inlearned and behaviors of proceeding components inseries reactions are studied.series reactions are studied.
The concentrationThe concentration--time relations for PFRas well as fortime relations for PFRas well as forMFRare studied, so the conversion relationships.MFRare studied, so the conversion relationships.
Different criteria for designing the reactor in which theDifferent criteria for designing the reactor in which thereactions in series are carried out are studiedreactions in series are carried out are studied
All above can be applied for advances in the field of theAll above can be applied for advances in the field of thereactions in series.reactions in series.
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ReferencesReferences
[ 1 ] Chemical Process Design byRobin Smith.[ 1 ] Chemical Process Design byRobin Smith.
[ 2 ] Elements of Chemical Reaction Engineering[ 2 ] Elements of Chemical Reaction Engineering
(Third Addition) by H. Scott Fogler.(Third Addition) by H. Scott Fogler.
[ 3 ] ChemicalE
ngineering Kinetics &R
eactor Design By[ 3 ] ChemicalE
ngineering Kinetics &R
eactor Design ByC.G. Hill.C.G. Hill.
[ 4] Chemical Reactor Design byE.B. Nauman.[ 4] Chemical Reactor Design byE.B. Nauman.
[ 5 ] Chemical Reaction Engineering (Third Addition )[ 5 ] Chemical Reaction Engineering (Third Addition )
byOctave Levenspiel.byOctave Levenspiel.