Introduction Part I. The Basics: 1. Primitives 2. The first and second laws 3. Fundamental relations Part II. Single-Phase Systems: 4. Properties relative to ideal gases 5. Properties relative to ideal solutions 6. Relations among relations Part III. Multiphase and Reacting Systems: 7. Transfers, transformations, and equilibria 8. Criteria for observability 9. Phase diagrams for real systems Part IV. Engineering Calculations: 10. Options for equilibrium calculations 11. Elementary computational procedures 12. Selected applications Afterword Appendices: A. Tools from the calculus B. Elements of linear algebra C. Solutions to cubic equations D. Vapor pressures of selected fluids E. Model parameters for G excess F. A stability condition for binaries G. Notation in variational calculus H. Triangular diagrams I. Lagrange multipliers J. NRTL models K. Simple algorithms for binary VLLE Notation Index.
Introduction Part I. The Basics: 1. Primitives 2. The first and second laws 3. Fundamental relations Part II. Single-Phase Systems: 4. Properties relative to ideal gases 5. Properties relative to ideal solutions 6. Relations among relations Part III. Multiphase and Reacting Systems: 7. Transfers, transformations, and equilibria 8. Criteria for observability 9. Phase diagrams for real systems Part IV. Engineering Calculations: 10. Options for equilibrium calculations 11. Elementary computational procedures 12. Selected applications Afterword Appendices: A. Tools from the calculus B. Elements of linear algebra C. Solutions to cubic equations D. Vapor pressures of selected fluids E. Model parameters for G excess F. A stability condition for binaries G. Notation in variational calculus H. Triangular diagrams I. Lagrange multipliers J. NRTL models K. Simple algorithms for binary VLLE Notation Index.
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