Nam Nguyen | Maricopa County Community Colleges (original) (raw)

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Research paper thumbnail of TOPICAL REVIEW: Micromixers---a review

Journal of Micromechanics and Microengineering, 2005

Research paper thumbnail of Micromixers—a review

Journal of Micromechanics and …, 2005

This review reports the progress on the recent development of micromixers. The review first prese... more This review reports the progress on the recent development of micromixers. The review first presents the different micromixer types and designs. Micromixers in this review are categorized as passive micromixers and active micromixers. Due to the simple fabrication technology and the easy implementation in a complex microfluidic system, passive micromixers will be the focus of this review. Next, the review discusses the operation points of the micromixers based on characteristic dimensionless numbers such as Reynolds number Re, Peclet number Pe, and in dynamic cases the Strouhal number St. The fabrication technologies for different mixer types are also analysed. Quantification techniques for evaluation of the performance of micromixers are discussed. Finally, the review addresses typical applications of micromixers. Nomenclature ν kinematic viscosity (m 2 s −1 ) θ angle (rad) c concentration of a species (kg m −3 ) c * dimensionless concentration

Research paper thumbnail of Fundamentals and applications of microfluidics

Research paper thumbnail of TOPICAL REVIEW: Micromixers---a review

Journal of Micromechanics and Microengineering, 2005

Research paper thumbnail of Micromixers—a review

Journal of Micromechanics and …, 2005

This review reports the progress on the recent development of micromixers. The review first prese... more This review reports the progress on the recent development of micromixers. The review first presents the different micromixer types and designs. Micromixers in this review are categorized as passive micromixers and active micromixers. Due to the simple fabrication technology and the easy implementation in a complex microfluidic system, passive micromixers will be the focus of this review. Next, the review discusses the operation points of the micromixers based on characteristic dimensionless numbers such as Reynolds number Re, Peclet number Pe, and in dynamic cases the Strouhal number St. The fabrication technologies for different mixer types are also analysed. Quantification techniques for evaluation of the performance of micromixers are discussed. Finally, the review addresses typical applications of micromixers. Nomenclature ν kinematic viscosity (m 2 s −1 ) θ angle (rad) c concentration of a species (kg m −3 ) c * dimensionless concentration

Research paper thumbnail of Fundamentals and applications of microfluidics

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