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Michael Caracotsios, PhD, is a Senior Modeling and Optimization Specialist in research and development at UOP LLC, a company that has been delivering cutting-edge technology to the petroleum refining, gas processing, petrochemical production, and other major manufacturing industries for over ninety years. He is also an Adjunct Professor of Chemical Engineering at the Northwestern University.
Overview | p. 1 |
References and Further Reading | p. 2 |
Chemical Reaction Models | p. 3 |
Stoichiometry of Reaction Schemes | p. 3 |
Computability of Reaction Rates from Data | p. 6 |
Equilibria of Chemical Reactions | p. 7 |
Kinetics of Elementary Steps | p. 11 |
Properties of Reaction Networks | p. 15 |
Evidence for Reaction Steps | p. 25 |
Problems | p. 28 |
References and Further Reading | p. 29 |
Chemical Reactor Models | p. 39 |
Macroscopic Conservation Equations | p. 39 |
Material Balances | p. 39 |
Total Energy Balance | p. 41 |
Momentum Balance | p. 41 |
Mechanical Energy Balance | p. 42 |
Heat and Mass Transfer in Fixed Beds | p. 47 |
Interfacial States in Fixed-Bed Reactors | p. 48 |
Material Transport in Porous Catalysts | p. 54 |
Material Transport in a Cylindrical Pore Segment | p. 55 |
Material Transport in a Pore Network | p. 56 |
Working Models of Flow and Diffusion in Isotropic Media | p. 57 |
Discussion | p. 58 |
Transport and Reaction in Porous Catalysts | p. 58 |
Gas Properties at Low Pressures | p. 59 |
Notation | p. 60 |
References and Further Reading | p. 62 |
Introduction to Probability and Statistics | p. 65 |
Strategy of Data-Based Investigation | p. 65 |
Basic Concepts in Probability Theory | p. 66 |
Distributions of Sums of Random Variables | p. 69 |
Multiresponse Normal Error Distributions | p. 72 |
Statistical Inference and Criticism | p. 73 |
Problems | p. 75 |
References and Further Reading | p. 76 |
Introduction to Bayesian Estimation | p. 77 |
The Theorem | p. 77 |
Bayesian Estimation with Informative Priors | p. 80 |
Introduction to Noninformative Priors | p. 84 |
Jeffreys Prior for One-Parameter Models | p. 86 |
Jeffreys Prior for Multiparameter Models | p. 88 |
Summary | p. 91 |
Problems | p. 91 |
References and Further Reading | p. 92 |
Process Modeling with Single-Response Data | p. 95 |
The Objective Function S([theta]) | p. 96 |
Weighting and Observation Forms | p. 98 |
Parametric Sensitivities; Normal Equations | p. 99 |
Constrained Minimization of S([theat]) | p. 102 |
The Quadratic Programming Algorithm GRQP | p. 102 |
The Line Search Algorithm GRS1 | p. 104 |
Final Expansions Around [theat] | p. 105 |
Testing the Residuals | p. 106 |
Inferences from the Posterior Density | p. 107 |
Inferences for the Parameters | p. 108 |
Inferences for Predicted Functions | p. 110 |
Discrimination of Rival Models by Posterior Probability | p. 112 |
Sequential Planning of Experiments | p. 115 |
Planning for Parameter Estimation | p. 115 |
Planning for Auxiliary Function Estimation | p. 116 |
Planning for Model Discrimination | p. 116 |
Combined Discrimination and Estimation | p. 118 |
Planning for Model Building | p. 119 |
Examples | p. 119 |
Summary | p. 122 |
Notation | p. 125 |
Problems | p. 127 |
References and Further Reading | p. 133 |
Process Modeling with Multiresponse Data | p. 141 |
Problem Types | p. 142 |
Objective Function | p. 148 |
Selection of Working Responses | p. 149 |
Derivatives of Eqs. (7.2-1) and (7.2-3) | p. 150 |
Quadratic Expansions; Normal Equations | p. 151 |
Constrained Minimization of S([theta]) | p. 152 |
Final Expansions Around [theat] | p. 153 |
Testing the Residuals | p. 153 |
Posterior Probabilities and Regions | p. 154 |
Inferences Regarding Parameters | p. 154 |
Inferences Regarding Functions | p. 156 |
Discrimination Among Rival Models | p. 156 |
Sequential Planning of Experiments | p. 158 |
Examples | p. 159 |
Process Investigations | p. 161 |
Conclusion | p. 165 |
Notation | p. 166 |
Addendum: Proof of Eqs. (7.1-16) and (7.1-17) | p. 168 |
Problems | p. 169 |
References and Further Reading | p. 172 |
Solution of Linear Algebraic Equations | p. 177 |
Introductory Concepts and Operations | p. 177 |
Operations with Partitioned Matrices | p. 180 |
Gauss-Jordan Reduction | p. 182 |
Gaussian Elimination | p. 184 |
Lu Factorization | p. 186 |
Software | p. 187 |
Problems | p. 187 |
References and Further Reading | p. 188 |
DDAPLUS Documentation | p. 189 |
What DDAPLUS Does | p. 189 |
Object Code | p. 191 |
Calling DDAPLUS | p. 191 |
Description of the Calling Arguments | p. 191 |
Exit Conditions and Continuation Calls | p. 200 |
The Subroutine fsub | p. 203 |
The Subroutine Esub | p. 203 |
The Subroutine Jac | p. 205 |
The Subroutine Bsub | p. 206 |
Numerical Examples | p. 208 |
References and Further Reading | p. 216 |
GREGPLUS Documentation | p. 217 |
Description of GREGPLUS | p. 217 |
Levels of GREGPLUS | p. 219 |
Calling GREGPLUS | p. 219 |
Work Space Requirements for GREGPLUS | p. 226 |
Specifications for the User-Provided Model | p. 226 |
Single-Response Examples | p. 228 |
Multiresponse Examples | p. 244 |
References and Further Reading | p. 257 |
Author Index | p. 259 |
Subject Index | p. 265 |
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