Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions

Depth filtration is a widespread technique for the separation of airborne particles. The evolution of the pressure difference within this process is determined to a significant extent by the filter structure. Simulations are an important tool for optimizing the filter structure, allowing the develop...

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Main Authors: Kevin Hoppe, Lukas Wischemann, Gerhard Schaldach, Reiner Zielke, Wolfgang Tillmann, Markus Thommes, Damian Pieloth
Format: Article
Language:English
Published: MDPI AG 2023-03-01
Series:Atmosphere
Subjects:
Online Access:https://www.mdpi.com/2073-4433/14/4/640
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author Kevin Hoppe
Lukas Wischemann
Gerhard Schaldach
Reiner Zielke
Wolfgang Tillmann
Markus Thommes
Damian Pieloth
author_facet Kevin Hoppe
Lukas Wischemann
Gerhard Schaldach
Reiner Zielke
Wolfgang Tillmann
Markus Thommes
Damian Pieloth
author_sort Kevin Hoppe
collection DOAJ
description Depth filtration is a widespread technique for the separation of airborne particles. The evolution of the pressure difference within this process is determined to a significant extent by the filter structure. Simulations are an important tool for optimizing the filter structure, allowing the development of filter materials having high filtration efficiencies and low pressure differences. Because of the large number of physical phenomena and the complex structure of filter materials, simulations of the filtration kinetics are, however, challenging. In this context, one-dimensional models are advantageous for the calculation of the filtration kinetics of depth filters, due to their low computation requirements. In this work, an approach for combining a one-dimensional model with microstructural data of filter materials is presented. This enables more realistic modeling of the filtration process. Calculations were performed on a macroscopic as well as microscopic level and compared to experimental data. With the suggested approach, the influence of a measured microstructure on the results was examined and predictability was improved. Especially for small research departments and for the development of optimized filter materials adapted to specific separation tasks, this approach provides a valuable tool.
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spelling doaj.art-79c949759e37401aadff538af59ad2df2023-11-17T18:16:43ZengMDPI AGAtmosphere2073-44332023-03-0114464010.3390/atmos14040640Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle DepositionsKevin Hoppe0Lukas Wischemann1Gerhard Schaldach2Reiner Zielke3Wolfgang Tillmann4Markus Thommes5Damian Pieloth6Department of Applied Life Sciences and Process Engineering, Anhalt University of Applied Science, Bernburger Str. 55, D-06366 Koethen, GermanyLaboratory of Solids Process Engineering, Department of Bio- and Chemical Engineering, TU Dortmund University, Emil-Figge Str. 68, D-44227 Dortmund, GermanyLaboratory of Solids Process Engineering, Department of Bio- and Chemical Engineering, TU Dortmund University, Emil-Figge Str. 68, D-44227 Dortmund, GermanyRIF-Institut für Forschung und Transfer e.V., Joseph-von-Fraunhofer Str. 20, D-44227 Dortmund, GermanyRIF-Institut für Forschung und Transfer e.V., Joseph-von-Fraunhofer Str. 20, D-44227 Dortmund, GermanyLaboratory of Solids Process Engineering, Department of Bio- and Chemical Engineering, TU Dortmund University, Emil-Figge Str. 68, D-44227 Dortmund, GermanyDepartment of Applied Life Sciences and Process Engineering, Anhalt University of Applied Science, Bernburger Str. 55, D-06366 Koethen, GermanyDepth filtration is a widespread technique for the separation of airborne particles. The evolution of the pressure difference within this process is determined to a significant extent by the filter structure. Simulations are an important tool for optimizing the filter structure, allowing the development of filter materials having high filtration efficiencies and low pressure differences. Because of the large number of physical phenomena and the complex structure of filter materials, simulations of the filtration kinetics are, however, challenging. In this context, one-dimensional models are advantageous for the calculation of the filtration kinetics of depth filters, due to their low computation requirements. In this work, an approach for combining a one-dimensional model with microstructural data of filter materials is presented. This enables more realistic modeling of the filtration process. Calculations were performed on a macroscopic as well as microscopic level and compared to experimental data. With the suggested approach, the influence of a measured microstructure on the results was examined and predictability was improved. Especially for small research departments and for the development of optimized filter materials adapted to specific separation tasks, this approach provides a valuable tool.https://www.mdpi.com/2073-4433/14/4/640filtrationtomographysimulationmicrostructurefiltration kinetics
spellingShingle Kevin Hoppe
Lukas Wischemann
Gerhard Schaldach
Reiner Zielke
Wolfgang Tillmann
Markus Thommes
Damian Pieloth
Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
Atmosphere
filtration
tomography
simulation
microstructure
filtration kinetics
title Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
title_full Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
title_fullStr Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
title_full_unstemmed Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
title_short Filtration Kinetics of Depth Filters—Modeling and Comparison with Tomographic Data of Particle Depositions
title_sort filtration kinetics of depth filters modeling and comparison with tomographic data of particle depositions
topic filtration
tomography
simulation
microstructure
filtration kinetics
url https://www.mdpi.com/2073-4433/14/4/640
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