Khoshnod Ali, Shahsavandi Reza, Hosseinzadeh Khashayar
Department of Mechanical Engineering, K. N. Toosi University of Technology, Tehran, Iran.
Department of Mechanical Engineering, University of Mazandaran, Babolsar, Iran.
Sci Rep. 2025 May 14;15(1):16721. doi: 10.1038/s41598-025-01812-7.
Electro-osmotic micromixers constitute a specialized class of active micromixers that apply alternating current (AC) to electrodes. This methodology promotes the formation of vortical structures within the fluid medium, resulting in a substantial increase in mixing homogeneity. In this study, the geometrical parameters of the electro-osmotic micromixer, for which two rigid baffles were implanted at the entrance, were optimized using the Taguchi method and response surface methodology (RSM). Data were obtained through a transient 2D model, simulated using COMSOL software based on the finite element method. After acquiring the optimized geometric parameters, the mixing index was assessed under various conditions, including inlet velocity, frequency, voltage, and phase lag of the alternating current. The optimized values of first baffle angle ([Formula: see text]), second baffle angle ([Formula: see text]), baffle length (L), the distance between baffles in the x direction (x), the distance between baffles in the y direction(y), and mixing chamber angle (α) were obtained [Formula: see text] and resulted in a 10.58% improvement in the mixing process index. The implementation of rigid baffles improved the mixing index by 8%. Furthermore, increasing the applied voltage from 1 to 3 V resulted in a 27% average enhancement of the mixing index. A maximum mixing index of 99.37% was achieved at a [Formula: see text] phase lag, representing an average 20.1% improvement compared to the absence of a phase lag. This reflects an approximate 65% increase at the initial stage compared to the scenario without any phase lag.
电渗微混合器是一类特殊的主动式微混合器,通过向电极施加交流电(AC)来实现混合。这种方法促进了流体介质中涡旋结构的形成,从而显著提高了混合均匀性。在本研究中,采用田口方法和响应面方法(RSM)对入口处植入两个刚性折流板的电渗微混合器的几何参数进行了优化。数据通过基于有限元方法利用COMSOL软件模拟的瞬态二维模型获得。在获得优化的几何参数后,在各种条件下评估混合指数,包括入口速度、频率、电压和交流电的相位滞后。获得了第一折流板角度([公式:见正文])、第二折流板角度([公式:见正文])、折流板长度(L)、x方向上折流板之间的距离(x)、y方向上折流板之间的距离(y)和混合腔角度(α)的优化值[公式:见正文],并使混合过程指数提高了10.58%。刚性折流板的实施使混合指数提高了8%。此外,将施加电压从1 V增加到3 V导致混合指数平均提高27%。在[公式:见正文]的相位滞后下实现了99.37%的最大混合指数,与无相位滞后相比平均提高了20.1%。这反映出与无任何相位滞后的情况相比,在初始阶段大约提高了65%。