Numerical Investigation of Dropwise Condensation on Smooth Plates with Different Wettability


Thèse de Bachelor, 2020

47 Pages, Note: First Class


Résumé ou Introduction

This project investigates the effects of different wettability characteristics in drop wise condensation on smooth plates. It involves a Volume of Fluid (VOF) based Computational.

Condensers are used in various energy intensive processing industries. Improving their efficiency plays a crucial role in optimization of energy consumption. Drop wise Condensation is a highly attractive form of heat transfer. Fluids Dynamics (CFD) model to carry out the simulations in OpenFOAM on smooth plates with various wettabilities. Different parameters such as receding angle, advancing angle and various radii of droplets have been used for investigation. A base case with droplets’ radius of 12.5μm, receding angle and advancing angles of (34°, 90°) was used. Three sets of simulations were performed. In Set 1, the angles were (34°, 90°). The radius of the first droplet was kept constant at 12.5μm and the radius of the second droplet changes 1:4 progressively. In Set 2, the angles are changed to (154°,162°) and the radius of the second droplet changes in the same manner above. In Set 3, the angles were kept at (107°, 117°). The radius changes as above. In some cases, the droplets merge and condense. In others, momentum created by merging of the droplets creates repeated oscillation or even a lift off, from the cooled plate.

Résumé des informations

Titre
Numerical Investigation of Dropwise Condensation on Smooth Plates with Different Wettability
Université
University of Brighton
Cours
BEng Aeronautical Engineering
Note
First Class
Auteur
Année
2020
Pages
47
N° de catalogue
V1126816
ISBN (ebook)
9783346524690
ISBN (Livre)
9783346524706
Langue
anglais
Mots clés
numerical, investigation, dropwise, condensation, smooth, plates, different, wettability
Citation du texte
Danuska Pathiranage (Auteur), 2020, Numerical Investigation of Dropwise Condensation on Smooth Plates with Different Wettability, Munich, GRIN Verlag, https://www.grin.com/document/1126816

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