On constitutive functions for hindered settling velocity in 1-D settler models: Selection of appropriate model structure.

Water Res

BIOMATH, Department of Mathematical Modelling, Statistics and Bioinformatics, Faculty of Bioscience Engineering, Ghent University, Coupure Links 653, 9000, Ghent, Belgium. Electronic address:

Published: March 2017

AI Article Synopsis

  • Advanced 1-D models for Secondary Settling Tanks (SSTs) consider various factors affecting the settling process, like hindered and compression settling, requiring careful selection and calibration of mathematical expressions.
  • Evaluating existing hindered settling functions against long-term data reveals that traditional exponential models combine hindered and compression effects, making them inadequate for precise advanced modeling.
  • A power-law function is identified as a more suitable option for accurately representing hindered settling velocity in advanced 1-D SST frameworks.

Article Abstract

Advanced 1-D models for Secondary Settling Tanks (SSTs) explicitly account for several phenomena that influence the settling process (such as hindered settling and compression settling). For each of these phenomena a valid mathematical expression needs to be selected and its parameters calibrated to obtain a model that can be used for operation and control. This is, however, a challenging task as these phenomena may occur simultaneously. Therefore, the presented work evaluates several available expressions for hindered settling based on long-term batch settling data. Specific attention is paid to the behaviour of these hindered settling functions in the compression region in order to evaluate how the modelling of sludge compression is influenced by the choice of a certain hindered settling function. The analysis shows that the exponential hindered settling forms, which are most commonly used in traditional SST models, not only account for hindered settling but partly lump other phenomena (compression) as well. This makes them unsuitable for advanced 1-D models that explicitly include each phenomenon in a modular way. A power-law function is shown to be more appropriate to describe the hindered settling velocity in advanced 1-D SST models.

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http://dx.doi.org/10.1016/j.watres.2016.11.067DOI Listing

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