Distillation Theory and its Application to Optimal Design of Separation UnitsCambridge University Press, 18 ott 2004 Originally published in 2004, Distillation Theory and Its Application to Optimal Design of Separation Units presents a clear, multidimensional geometric representation of distillation theory that is valid for all distillation column types, splits, and mixtures. This representation answers such fundamental questions as: what are the feasible separation products for a given mixture? What minimum power is required to separate a given mixture? What minimum number of trays is necessary to separate a given mixture at a fixed power input? This book is intended for students and specialists in the design and operation of separation units in the chemical, pharmaceutical, food, wood, petrochemical, oil-refining, and natural gas industries and for software designers. |
Sommario
Concentration Space | 1 |
1 | 7 |
1 | 17 |
3 | 25 |
1 | 40 |
5 | 55 |
36 | 68 |
9 | 74 |
25 | 143 |
29 | 151 |
Distillation Trajectories in Infinite Complex Columns | 170 |
77 | 213 |
Trajectories of the Finite Columns and Their Design Calculation | 218 |
Synthesis of Separation Flowsheets | 263 |
78 | 322 |
Short Glossary | 325 |
Altre edizioni - Visualizza tutto
Distillation Theory and its Application to Optimal Design of Separation Units F. B. Petlyuk Anteprima non disponibile - 2011 |
Distillation Theory and its Application to Optimal Design of Separation Units F. B. Petlyuk Anteprima non disponibile - 2004 |
Parole e frasi comuni
algorithm Azeotropic Distillation azeotropic mixtures bottom section boundary element Chem column with side complex columns concentration simplex concentration tetrahedron concentration triangle design calculation determined direct split distillation column distillation complexes distillation region distributed components Doherty edge elements of concentration entrainer extractive distillation feasible feed cross-section feed point Figure flow rate four-component mixtures heteroazeotropic hyperface ideal mixture infinite reflux intermediate split K₁ L/V)min located material balance method minimum reflux mode mode of minimum Multicomponent Mixtures number of components optimal parameter L/V pentahedron Petlyuk columns phase equilibrium coefficients points xƒ-1 product simplex pseudoproduct point quasisharp reboiler reflux number region Reg Regord residue curves reversible distillation trajectory saddle point section trajectory bundles separation of mixture sequence Serafimov sharp separation sharp split region simple columns stable node stationary points thermodynamically reversible three-component mixtures top section trajectory tear-off point tray numbers two-section columns vapor flow vertex
Riferimenti a questo libro
18th European Symposium on Computer Aided Process Engineering Bertrand Braunschweig,Xavier Joulia Anteprima limitata - 2008 |