## Abstract In this article the influence of a magnetic field on heat and mass transport phenomena in magnetic fluids (ferrofluids) will be discussed. The first section is dealing with a magnetically driven convection, the so called thermomagnetic convection while in the second section the influenc
Flow phenomena and local heat and mass transfer in corrugated passages
β Scribed by Dipl.-Ing. Gerd Gaiser; Priv.-Doz. Dr.-Ing. habil Volker Kottke
- Publisher
- John Wiley and Sons
- Year
- 1989
- Tongue
- English
- Volume
- 12
- Category
- Article
- ISSN
- 0930-7516
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β¦ Synopsis
Flow phenomena, local heat and mass transfer and pressure drop of corrugated passages in process equipment are examined. Based on a method for measuring local heat and mass transfer, developed in previous investigations, a procedure has been formulated for the determination of local heat and mass transfer in corrugated passages. Using the analogy between heat and mass transfer, this technique allows the determination of heat transfer distributions in any structures with high local resolution. The corresponding pressure drop is presented together with the local and integral heat and mass transfer of different structures. It is shown that differences in heat and mass transfer as well as in pressure drop are due to different flow phenomena which also characterize mixing behaviour .
1 Introduction 2 Measuring Technique
Corrugated passages are often used for enhancement of heat and mass transfer, mixing and for a homogeneous residence time distribution in process equipment. Examples are plate heat exchangers, regenerators, adsorbers, catalysts, column inserts and static mixers. Characteristic for the correct design of such structures is the maximum possible improvement in the local and integral heat and mass transfer at an acceptable pressure drop. Flow phenomena also determine the mixing and residence time characteristics and are therefore of particular interest.
π SIMILAR VOLUMES
Combined forced and free convective flows having locally complicated geometries or boundary conditions were numerically studied with a finite difference method of coarse and fine meshes. The coarse-and-fine mesh method developed can be used for numerical calculations of both unsteady and steady proc