Mathematical models in biological waste water treatment

書誌事項

Mathematical models in biological waste water treatment

edited by S.E. Jørgensen, M.J. Gromiec

(Developments in environmental modelling, 7)

Elsevier, 1985

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注記

Includes bibliographies

内容説明・目次

内容説明

The use of models in design, control and optimization of biological wastewater treatment is steadily increasing, and this book is unique in giving a comprehensive treatment of this rapidly growing field. Written by an international group of experts, the book deals with not only models of different processes - activated sludge, trickling filter, rotating biological contactor, waste stabilization pond, nitrification, denitrification, anaerobic digestion, etc. - but also shows different approaches used to find solutions used in different types of wastewater. Theoretical approaches as well as practical applications from a number of countries are included, and these are presented in a way which can be clearly comprehended by all engineers. In an easy to understand style the book gives a comprehensive treatment of the state-of-the-art which can be understood by all engineers who are interested in wastewater treatment and/or modelling.

目次

Introduction (S.E. Jorgensen, M.J. Gromiec). Principles of mathematical modelling of biological wastewater treatment processes (V.A. Vavilin). Comprehensive activated sludge process design (W.W. Eckenfelder et al.). Modelling of effluent quality control for activated sludge plants (P.E. Sorensen). Mathematical model for dual power level, multicellular (DPMC) aerated lagoon systems (L.G. Rich). Mathematical models for waste stabilization ponds (J.J. Fritz). Mathematical models for the trickling filter process (J. Roberts). A loading model for biological attached growth reactors - development and application (J.A. Oleszkiewicz). Mathematical models for the oxygen transfer processes in rotating biological contactors (T. Matsuo, K. Yamamoto). Mathematical modelling of nitrification and denitrification in rotating biological contactors (Y. Watanabe). Mathematical modelling of biological packed and fluidized bed reactors (S.W. Hermanowicz, J.J. Ganczarczyk). Mathematical models for biological aerobic fluidized bed reactors (S. Elmaleh, A. Grasmick). Mathematical modelling of the anaerobic digestion process (K. Hanaki et al.). Mathematical models in anaerobic treatment processes (A. Rozzi, R. Passino). Mathematical modelling of energy consumption in biological wastewater treatment (H. Kubota, K. Fujie). Mathematical models for cost-effective biological wastewater treatment (D. Tyteca).

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