Review of Theories and a New Classification of Tortuosity Types

Author:

Holzer LorenzORCID,Marmet PhilipORCID,Fingerle MathiasORCID,Wiegmann Andreas,Neumann Matthias,Schmidt Volker

Abstract

AbstractMany different definitions of tortuosity can be found in literature. In addition, also many different methodologies are nowadays available to measure or to calculate tortuosity. This leads to confusion and misunderstanding in scientific discussions of the topic. In this chapter, a thorough review of all relevant tortuosity types is presented. Thereby, the underlying concepts, definitions and associated theories are discussed in detail and for each tortuosity type separately. In total, more than 20 different tortuosity types are distinguished in this chapter. In order to avoid misinterpretation of scientific data and misunderstandings in scientific discussions, we introduce a new classification scheme for tortuosity, as well as a systematic nomenclature, which helps to address the inherent differences in a clear and efficient way. Basically, all relevant tortuosity types can be grouped into three main categories, which are (a) the indirect physics-based tortuosities, (b) the direct geometric tortuosities and (c) the mixed tortuosities. Significant differences among these tortuosity types are detected, when applying the different methods and concepts to the same material or microstructure. The present review of the involved tortuosity concepts shall serve as a basis for a better understanding of the inherent differences. The proposed classification and nomenclature shall contribute to more precise and unequivocal descriptions of tortuosity.

Publisher

Springer International Publishing

Reference108 articles.

1. R.B. Bird, W.E. Steward, E.N. Lightfood, Transport Phenomena, 2nd edn. (John Wiley & Sons, New York, 2007)

2. P.C. Carman, Fluid flow through granular beds. Chem. Eng. Res. Des. 75, S32 (1997)

3. N. Epstein, On tortuosity and the tortuosity factor in flow and diffusion through porous media. Chem. Eng. Sci. 44, 777 (1989)

4. Y.L. Golin, V.E. Karyarin, B.S. Postelov, V.I. Sevedkin, Tortuosity estimates in porous media. Soviet Electrochem. 28, 87 (1992)

5. J. Kozeny, Über Kapillare Leitung Des Wassers Im Boden. Sitzungsbericht Der Akademie Der Wissenschaften Wien 136, 271 (1927)

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