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The aim of the present work is the mathematical modeling of solid bowl centrifuges for the dynamic simulation of separation processes in real time. The developed compartment model couples the residence time behavior with the material properties and thus allows a time and space-resolved simulation for solid bowl centrifuges. The profound insights into the separation process open up not only a better design, but also new fields of application such as the dynamic flowchart simulation.

Systemverhalten --- Solid Bowl Centrifuges --- System Behaviour --- Vollmantelzentrifugen --- Mathematische Modellierung --- Dynamische Simulation --- Solid-Liquid Separation --- Mathematical modelling --- Mechanische Flüssigkeitsabtrennung --- Dynamic Simulation

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Centrifugal classifiers are processing machines used in the gas-particle classification. The aim of this work is to reduce energy costs by improving the classification properties and reducing the pressure drop. In addition to design measures, the focus is also on model development. For the development of the models, a deeper understanding of the flow processes is required.

Mechanical engineering & materials --- Gas-Partikel-Klassierung --- Abweiseradsichter --- Mathematische Modellierung --- Numerische Simulation --- Optimierung --- Gas particle separation --- Centrifugal Classifier --- Mathematical Modeling --- Numerical Simulation --- Optimization

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Organizational sociology --- Social networks --- Social sciences --- Mathematical models --- Sciences sociales --- Réseaux sociaux --- Sociologie des organisations --- Modèles mathématiques --- Mathematical models. --- Organization (Sociology) --- Organization theory --- Sociology of organizations --- Networking, Social --- Networks, Social --- Social networking --- Social support systems --- Support systems, Social --- Behavioral sciences --- Human sciences --- Sciences, Social --- Social science --- Social studies --- Organisationstheorie --- Computersimulation --- Mathematisches Modell --- Sociology --- Bureaucracy --- Interpersonal relations --- Cliques (Sociology) --- Microblogs --- Civilization --- Modell --- Mathematische Modellierung --- Simulation --- Computer --- Simulationstechnik --- Systemsimulation --- Digitale Simulation --- Computermodell --- Rechnersimulation --- Organisation --- Organisationslehre --- Datenverarbeitung

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In recent years economists have begun to use the techniques of non-linear dynamics to show that some apparently erratic and turbulent economic phenomena reflect subtle underlying patterns. How do cyclic and chaotic dynamics arise in economic models of equilibrium? How can empirical methods be used to detect nonlinearities and cyclic and chaotic structures in economic models? In examining these questions, this book brings together the most significant work that has been done to date in economics-based chaos theory. Selected here particularly for the economist who is not a specialist in chaos theory, the essays, some previously unpublished and others not widely available, describe a new tool for understanding business cycles, stabilization policy, and forecasting. The contributors to the volume are William J. Baumol, Jess Benhabib, Michele Boldrin, William A. Brock, Richard H. Day, Raymond J. Deneckere, Allan Drazen, Jean-Michel Grandmont, Kenneth L. Judd, Bruno Jullien, Guy Laroque, Blake LeBaron, Bruce McNevin, Luigi Montrucchio, Salih Nefti, Kazuo Nishimura, James B. Ramsey, Pietro Reichlin, Philip Rothman, Chera L. Sayers, Jos A. Scheinkman, Wayne Shafer, William Whitesell, Edward N. Wolff, and Michael Woodford.

Business cycles --- -Equilibrium (Economics) --- -339.5 --- Economic cycles --- Economic fluctuations --- Cycles --- Financial crises --- Mathematical models --- conjoncture --- conjunctuur --- Statistieken van de conjunctuur. --- Quantitative methods (economics) --- Equilibrium (Economics) --- crise economique --- croissance economique --- 305.2 --- 305.6 --- 305.971 --- 330.01 --- 331.00 --- 331.030 --- AA / International- internationaal --- economische crisis --- economische groei --- Statistieken van de conjunctuur --- Risicotheorie, speltheorie. Risicokapitaal. Beslissingsmodellen --- Speciale gevallen in econometrische modelbouw --- Theorie van het economisch evenwicht --- Economische bewegingen: algemeenheden. --- Conjunctuurschommelingen: algemeenheden --- Mathematical models. --- Business cycles - Mathematical models. --- Equilibrium (Economics) - Mathematical models. --- Economische bewegingen: algemeenheden --- Equilibre (economie politique) --- Cycles economiques --- Cycles longs (economie politique) --- Équilibre (economie politique) --- Modeles econometriques. --- Chaos (theorie des systemes) --- Wiskundige modellen. --- Conjunctuurbewegingen. --- Economisch evenwicht. --- Business cycles. --- Wirtschaftskreislauf --- Gleichgewichtstheorie --- Mathematisches Modell --- Konjunkturzyklus --- Konjunkturmodell --- Gleichgewichtsmodell --- Dynamisches Gleichgewicht --- Équilibre (Économie politique) --- Modeles mathematiques. --- Econometric models. --- "economic literature. --- ARCH Models. --- Aperiodic dynamics. --- Behavioral Assumptions. --- Bifurcation. --- Clearing Theories. --- Consumption loans. --- Cyclic Sets. --- Diagrammatic Exposition. --- Economic Data. --- Equilibria. --- Final remarks. --- Foresight Dynamics. --- Indeterminacy. --- Money Transfers. --- Monotonicity. --- Multiplicity. --- Notations. --- Saddle-Point Instability. --- Samuelson Economy. --- Sarkovskii's theorem. --- Stability. --- Stabilization Policies. --- The Model. --- The Technology. --- Topological conjugacy. --- Two-Sector Economy. --- Uniqueness. --- Volatility". --- Wealth-Capital Economy. --- chaotic. --- dynamic programming. --- dynamically. --- endogenous cycles. --- erratic. --- estimation. --- intertemporal. --- mechanisms. --- oscillatory. --- stochastic non-linearity. --- turnpike property. --- Business cycles - Mathematical models --- Equilibrium (Economics) - Mathematical models --- Gleichgewicht --- Konjunktur --- Wirtschaftsmodell --- Zyklus --- Wachstumszyklus --- Konjunkturschwankung --- Modell --- Mathematische Modellierung --- Allgemeine Gleichgewichtstheorie --- Wirtschaftstheorie --- Ungleichgewichtstheorie --- Preistheorie --- Kreislauf --- Reproduktion --- Chaos dans les systèmes --- Comportement chaotique des systèmes --- Dynamique chaotique --- Mouvement chaotique dans les systèmes --- Effet papillon --- Systèmes --- Systèmes chaotiques --- Théorie du chaos --- Dynamique non-linéaire --- Théorème KAM --- Chaos déterministe --- Chaos quantique --- Formation des structures (sciences physiques) --- Dynamique --- Dynamique différentiable --- Ordre et désordre (physique) --- Systèmes, Théorie des --- Théories non linéaires --- Économétrie --- Modèles économiques --- ARCH, Modèles --- DMS, Modèle --- MDR, Modèle --- MIMOSA, Modèle --- Modèles de choix discret --- Préférences (économétrie) --- PROPAGE, Modèle --- Modèles mathématiques --- Déséquilibre (économie politique) --- Déséquilibre économique --- Déséquilibres économiques --- Équilibre économique --- Équilibre général (économie politique) --- Équilibre partiel (économie politique) --- École de Lausanne --- Stagnation --- Économie politique --- Statique et dynamique (sciences sociales) --- Cycles de Kondratiev --- Cycles de longue durée --- Kondratiev, Cycles de --- Cycles économiques --- Cycles d'affaires --- Fluctuations économiques --- Conjoncture économique --- Crises économiques --- Cycles financiers --- Cycles longs (économie politique) --- Cycles majeurs (économie politique) --- Développement économique --- Multiplicateur (économie politique) --- Prévision économique --- Récessions --- Stabilisation économique --- Stagnation (économie politique) --- Surproduction --- Wirtschaft --- Comportement chaotique --- économie politique