Problem Solving in Chemical and Biochemical Engineering with POLYMATH Excel and MATLAB Prentice Hall International Series in the Physical and Chemical Engineering Sciences 2nd Edition by Michael Cutlip – Ebook PDF Instant Download/Delivery:9780131482043, 0131482041
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Product details:
ISBN 10: 0131482041
ISBN 13: 9780131482043
Author: Michael B. Cutlip
This book discusses and illustrates practical problem solving in the major areas of chemical and biochemical engineering and related disciplines using the novel software capabilities of POLYMATH, Excel, and MATLAB. Students and engineering/scientific professionals will be able to develop and enhance their abilities to effectively and efficiently solve realistic problems from the simple to the complex. This new edition greatly expands the coverage to include chapters on biochemical engineering, separation processes and process control. Recent advances in the POLYMATH software package and new book chapters on Excel and MATLAB usage allow for exceptional efficiency and flexibility in achieving problem solutions. All of the problems are clearly organized and many complete and partial solutions are provided for all three packages. A special web site provides additional resources for readers and special reduced pricing for the latest educational version of POLYMATH.
Problem Solving in Chemical and Biochemical Engineering with POLYMATH Excel and MATLAB Prentice Hall International Series in the Physical and Chemical Engineering Sciences 2nd Table of contents:
Chapter 1 Problem Solving with Mathematical Software Packages
1.1 Efficient Problem Solving–The Objective of This Book
1.2 From Manual Problem Solving to Use of Mathematical Software
1.3 Categorizing Problems According to the Solution Technique Used
1.4 Effective Use of This Book
1.5 Software Usage with This Book
1.6 Web-Based Resources for This Book
Chapter 2 Basic Principles and Calculations
2.1 Molar Volume and Compressibility Factor from Van Der Waals Equation
2.2 Molar Volume and Compressibility Factor from Redlich-Kwong Equation
2.3 Stoichiometric Calculations for Biological Reactions
Chapter 3 Regression and Correlation of Data
3.1 Estimation of Antoine Equation Parameters Using Nonlinear Regression
3.2 Antoine Equation Parameters for Various Hydrocarbons
…
Chapter 4 Problem Solving with Excel
4.1 Molar Volume And Compressibility From Redlich-Kwong Equation
4.2 Calculation Of The Flow Rate In A Pipeline
Chapter 5 Problem Solving with MATLAB
5.1 Molar Volume and Compressibility from Redlich-Kwong Equation
5.2 Calculation of the Flow Rate in a Pipeline
Chapter 6 Advanced Techniques in Problem Solving
6.1 Solution of Stiff Ordinary Differential Equations
6.2 Stiff Ordinary Differential Equations in Chemical Kinetics
Chapter 7 Thermodynamics
7.1 Compressibility Factor Variation from Van Der Waals Equation
7.2 Compressibility Factor Variation from Various Equations of State
Chapter 8 Fluid Mechanics
8.1 Laminar Flow of a Newtonian Fluid in a Horizontal Pipe
8.2 Laminar Flow of Non-Newtonian Fluids in a Horizontal Pipe
Chapter 9 Heat Transfer
9.1 One-Dimensional Heat Transfer Through a Multilayered Wall
9.2 Heat Conduction in a Wire With Electrical Heat Source and Insulation
Chapter 10 Mass Transfer
10.1 One-Dimensional Binary Mass Transfer in a Stefan Tube
10.2 Mass Transfer in a Packed Bed with Known Mass Transfer Coefficient
Chapter 11 Chemical Reaction Engineering
11.1 Plug-Flow Reactor with Volume Change during Reaction
11.2 Variation of Conversion with Reaction Order in a Plug-Flow Reactor
Chapter 12 Phase Equilibria and Distillation
12.1 Three Stage Flash Evaporator for Recovering Hexane from Octane
12.2 Non-Ideal Vapor-Liquid and Liquid-Liquid Equilibrium
Chapter 13 Process Dynamics and Control
13.1 Modeling the Dynamics of First- and Second-Order Systems
13.2 Dynamics of a U-Tube Manometer
Chapter 14 Biochemical Engineering
14.1 Elementary Step and Approximate Models for Enzyme Kinetics
14.2 Determination and Modeling Inhibition for Enzyme-Catalyzed Reactions
Appendix A
Appendix B
Appendix C
Appendix D
Appendix E
Appendix F
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