Page 9 - Introduction to chemical reaction engineering and kinetics
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Preface ix

                           and to illustrate their application by means of relatively simple and idealized prob-
                           lem situations that can be solved with a calculator. However, with the availability of
                           computer-based solution techniques, it is desirable to go beyond this approach for sev-
                           eral reasons:
                             (1) Computer software allows the solution of more complex problems that require
                                numerical, as opposed to analytical, techniques. Thus, a student can explore sit-
                                uations that more closely approximate real reactor designs and operating con-
                                ditions. This includes studying the sensitivity of a calculated result to changing
                                operating conditions.
                             (2) The limitations of analytical solutions may also interfere with the illustration of
                                important features of reactions and of reactors. The consequences of linear be-
                                havior, such as first-order kinetics, may be readily demonstrated in most cases by
                                analytical techniques, but those of nonlinear behavior, such as second-order or
                                Langmuir-Hinshelwood kinetics, generally require numerical techniques.
                             (3)  The  development of mechanistic rate laws also benefits from computer simu-
                                lations. All relevant elementary steps can be included, whereas, with analytical
                                techniques, such an exploration is usually impossible.
                             (4) Computer-aided visual demonstrations in lectures and tutorials are desirable for
                                topics that involve spatial and/or time-dependent aspects.
                             For these reasons, we include examples and problems that require numerical tech-
                           niques for their solution together with suitable computer software (described below).

               v
                    Computer Software: E-Z Solve: The Engineer’s Equation Solving and
            “OP
           0        Analysis Tool               Inc and distributed by John Wiley  &  Sons, Inc. It can be used
                           Accompanying this book is a CD-ROM containing the computer software E-Z Solve,
                           developed by  IntelliPro,
                           for parameter estimation and equation solving, including solution of sets of both non-
                           linear algebraic equations and differential equations. It is extremely easy to learn and
                           use. We have found that a single 2-hour tutorial is sufficient to instruct students in its
                           application. We have also used it in research problems, such as modeling of transient
                           behavior in kinetics investigations. Other computer software programs may be used,
                           if appropriate, to solve most of the examples and problems in the text that are solved
                           with the aid of E-Z Solve (indicated in the text by a computer icon shown in the mar-
                           gin above). The  successful use of the text is not restricted to the use of E-Z Solve for
                           software support, although we encourage its use because of its capabilities for nonlin-
                           ear parameter estimation and solution of coupled differential and algebraic equations.
                           Appendix D provides examples illustrating the use of the software for these types of
                           problems, along with the required syntax.

                    Web Site

                           A web site at www.wiley.com/college/missen  is available for ongoing support of this
                           book. It includes resources to assist students and instructors with the subject matter,
                           such as sample files, demonstrations, and a description of the E-Z Solve software ap-
                           pearing on the CD-ROM that accompanies this book.


                    Acknowledgments
                           We acknowledge our indebtedness to those who have contributed to the literature on
                           the topics presented here, and on whose work we have drawn. We are grateful for the
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