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Mustafa Nasser, PhD, MSc, BSc Chemical Engineering
CHE402: Kinetics and Reactor Design CHAPTER TWO Conversion and Reactor Sizing Mustafa Nasser, PhD, MSc, BSc Chemical Engineering Dr Mustafa Nasser 2012
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Reaction Conversion Consider the general reaction;
on a “per mole of A basis”… Dr Mustafa Nasser 2012
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Reaction Conversion The conversion of A (XA) is defined as:
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Conversion (Batch System)
Consider the batch reactor mole balance: Dr Mustafa Nasser 2012
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Batch Reactor Design Equation
Recall the batch reactor design equation differential form integral form Dr Mustafa Nasser 2012
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Conversion (Flow System)
Consider the flow reactor mole balance: Dr Mustafa Nasser 2012
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CSTR Design Equations Recall the CSTR Design Equation:
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PFR Design Equations Recall the PFR Design Equation: differential form
integral form Dr Mustafa Nasser 2012
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Application of Design Equations
Consider a single reaction system with functional dependence as; Dr Mustafa Nasser 2012
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Application of Design Equations: Levenspiel Plots
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Application of Design Equations
For the CSTR; Dr Mustafa Nasser 2012
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Application of Design Equations
For the PFR; Dr Mustafa Nasser 2012
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Comparison PFR always requires less volume than a
CSTR to achieve a given conversion. Dr Mustafa Nasser 2012
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CSTRs in Series FA,0 FA,1 X1 V2 V1 FA,2 X2
Where the conversion for successive reactors is defined as: Dr Mustafa Nasser 2012
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PFRs in Series V1 FA,0 FA,1 X1 V2 FA,2 X2 Dr Mustafa Nasser 2012
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CSTRs in Series Finally consider a number of CSTRs in series:
Reactor 1: Reactor 2: X We see that we approach the PFR reactor volume for a large number of CSTRs in series: Dr Mustafa Nasser 2012
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Reactors in Series FA,0 V2 V1 V3 FA,1 X1 FA,2 X2 FA,3 X3
Where the conversion for successive reactors is defined as: Dr Mustafa Nasser 2012
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Reactors in Series FA,0 V2 V1 V3 FA,1 X1 FA,2 X2 FA,3 X3
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Reactors in Series FA,0 V2 V1 V3 FA,1 X1 FA,2 X2 FA,3 X3
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Reactors in Series FA,0 V2 V1 V3 FA,1 X1 FA,2 X2 FA,3 X3
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Reactors in Series FA,0 V2 V1 V3 FA,1 X1 FA,2 X2 FA,3 X3 V3 V2 V1 X1
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Numerical Evaluation of Integrals (Appendix A.4)
he integral to calculate the PFR volume can be evaluated using a method such as Simpson's One-Third Rule (page 1014) Simpson's One-Third Rule is one of the more common numerical methods. It uses three data points. Other numerical methods (see Appendix A, pp ) for evaluating integrals are: Trapezoidal Rule (uses two data points) Simpson's Three-Eighth's Rule (uses four data points) Five-Point Quadrature Formula Dr Mustafa Nasser 2012
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Relative Reaction Rates
Relative reaction rates of the species involved in a reaction can be obtained from the stoichiometric coefficients: Dr Mustafa Nasser 2012
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Space Time () Time necessary to process 1 reactor volume of fluid at entrance conditions Also called residence time or holding time 1/ is referred to as the Space Velocity For a PFR, Dr Mustafa Nasser 2012
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(a): V= 6.4 m3 = 6400 = dm3 = 6400l Dr Mustafa Nasser 2012
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(a) Dr Mustafa Nasser 2012
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(b) Dr Mustafa Nasser 2012
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(c) Dr Mustafa Nasser 2012
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Solution 2-7 Dr Mustafa Nasser 2012
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Read the discussion 2.5.4 Dr Mustafa Nasser 2012
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Try This: Dr Mustafa Nasser 2012
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