Utilize este identificador para referenciar este registo: https://hdl.handle.net/1822/30887

TítuloExperimental optimization of a passive planar rhombic micromixer with obstacles for effective mixing in a short channel length
Autor(es)Bernacka-Wojcik, I.
Ribeiro, S.
Jerzy Wojcik, P.
Alves, P. Urbano
Busani, T.
Fortunato, Elvira
Baptista, Pedro Viana
Covas, J. A.
Aguas, H
Hilliou, L.
Martins, R.
Palavras-chaveMicrofluidics
Mixing
Pressure drop
Rheology
Data2014
EditoraRoyal Society of Chemistry
RevistaRSC Advances
Resumo(s)This paper presents the performance of a passive planar rhombic micromixer with diamond-shaped obstacles and a rectangular contraction between the rhombi. The device was experimentally optimized using water for high mixing efficiency and a low pressure drop over a wide range of Reynolds numbers (Re ¼ 0.1–117.6) by varying geometrical parameters such as the number of rhombi, the distance between obstacles and the contraction width. Due to the large amount of data generated, statistical methods were used to facilitate and improve the results of the analysis. The results revealed a rank of factors influencing mixing efficiency: Reynolds number > number of rhombi > contraction width > interobstacles distance. The pressure drop measured after three rhombi depends mainly on Re and interobstacle distance. The resulting optimum geometry for the low Re regime has a contraction width of 101 mm and inter-obstacles distance of 93 mm, while for the high Re regime a contraction width of 400 mm and inter-obstacle distance of 121 mm are more appropriate. These mixers enabled 80% mixing efficiency creating a pressure drop of 6.0 Pa at Re ¼ 0.1 and 5.1 104 Pa at Re ¼ 117.6, with a mixer length of 2.5 mm. To the authors' knowledge, the developed mixer is one of the shortest planar passive micromixers reported to date.
TipoArtigo
URIhttps://hdl.handle.net/1822/30887
DOI10.1039/c4ra10160j
ISSN2046-2069
Arbitragem científicayes
AcessoAcesso restrito UMinho
Aparece nas coleções:IPC - Artigos em revistas científicas internacionais com arbitragem

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