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微通道内交变电场电渗流有限元分析 被引量:1

Finite Element Analysis of Electroosmotic Flow in Alternating Electric Field of Microchannels
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摘要 基于有限元方法,以粘性不可压缩流体N-S方程和双电层P-B方程为基础,建立交变电场驱动微通道电渗流模型,并进行数值模拟,分析溶液浓度、电场强度和微通道高度对电渗流的影响。结果表明,微通道内双电层滑移速度与电场强度成正比,受微通道高度影响较小,随溶液浓度的增大非线性减小。同时,微通道高度和溶液浓度的增加使双电层相对厚度减小,交变电场电渗流瞬时速度的波峰更加尖锐。该结论为微通道内交变电场电渗流精确控制提供了理论参考。 The mathematical models of electroosmotic flow in the alternating electric field is established based on the N-S e-quation for viscous incompressible fluid and the P-B equation for electric double layer, and numerical simulation of electroos-motic flow in microchannels is also completed based on the finite element method.The influence to EOF by the solution con-centration, the electric field intensity and the microchannel height are analyzed.The simulation results show that the slip ve-locity of electric double layer in microchannel is proportional to the electric field intensity, and it is less affected by the micro-channel height, and nonlinearly decreases with the increasing of solution concentration.Besides, the thickness of electric double layer is decreasing with increases of the microchannel height and solution concentration, and the wave crest of transient velocity distribution is more spiculate.The conclusion provides theoretical reference for accurately controlling the electroosmot-ic flow of the alternating electric field in microchannels.
作者 张磊
出处 《机械研究与应用》 2015年第2期59-62,共4页 Mechanical Research & Application
关键词 微通道 交变电场 电渗流 有限元法 microchannel alternating electric field electroosmotic flow(EOF) finite element method(FEM)
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参考文献11

  • 1李宇杰,霍曜,李迪,唐校福,史菲,王春青.微流控技术及其应用与发展[J].河北科技大学学报,2014,35(1):11-19. 被引量:27
  • 2RamosA,MorganH,GreenNG,etal.ACElectrokinetics:aReviewofForcesinMicroelectrodeStructures[J].JournalofPhysicsD,1998,31(18):2338-2353.
  • 3RamosA,MorganH,GreenNG,etal.ACElectric-Field-InducedFluidFlowinMicroelectrodes[J].JournalofColloidandInterfaceScience,1999,217(2):420-422.
  • 4WinJetLuo,YuJenPan,RueyJenYang.TransientAnalysisofElectro-osmoticSecondaryFlowInducedbyElectricFieldinacurvedrectangularmicrochannel[J].J.Micromech.Microeng,2005,15(3):463-473.
  • 5YangJ,BhattacharyyaA,MasliyahJH,etal.Oscillatinglaminarelectrokineticflowininfinitelyextendedrectangularmicrochannels[J].JournalofColloidandInterfaceScience,2003,261(1):21-31.
  • 6Marcos,YangC,OoiTK,etal.Frequency-dependentlaminarElectroosmoticFlowinaClosed-endRectangularMicrochannel[J].JournalofColloidandInterfaceScience,2004,275(2):679-698.
  • 7OddyMH,SantiagoJG,MikkelsenJC.Electrokineticinstabilitymicromixing[J].AnalyticalChemistry,2001,73(24):5822-5832.
  • 8SasakiN,KitamoriT,Kim HB.ExperimentalandTheoreticalCharacterizationofanACElectroosmoticMicromixer[J].AnalyticalSicences,2010,26(7):815-819.
  • 9张磊,刘莹.微通道内电场频率对电渗流影响的数值模拟[J].机械设计与研究,2011,27(3):35-38. 被引量:3
  • 10吴健康,王贤明.生物芯片微通道周期性电渗流特性[J].力学学报,2006,38(3):309-315. 被引量:14

二级参考文献91

  • 1吴健康,王贤明.生物芯片微通道周期性电渗流特性[J].力学学报,2006,38(3):309-315. 被引量:14
  • 2Oddy M H,Santiago J G, Mikkelsen J C. Electrokinetic instability micromixing [ J ]. Analytical Chemistry, 2001,73 ( 24 ) : 5822 -5832.
  • 3Sasaki N , Kitamori T, Kim HB. Experimental and Theoretical Characterization of an AC Electroosmotic Micromixer [ J]. Analyti- cal Sicences,2010,26(7 ) :815 - 819.
  • 4Bhattacharyya A , Masliyah J H, Yang J. Oscillating laminar elec- trokinetic flow in infinitely extended circular microchannels [ J ]. Journal of Colloid and Interface Science,2003,261 ( 1 ) :12- 20.
  • 5Khan T, Reppert P M. A finite element formulation of frequency- dependent electro-osmosis [ J ]. Journal of Colloid and Interface Science,2005,290 ( 2 ) : 12 - 20.
  • 6Urbanski JP,Levitan JA,Burch DN,et al. The effect of step height on the performance of three-dimensional ac electro-osmotic mi- crofluidic pumps [ J ]. Journal of Colloid and Interface Science, 2007,309 (2) :332 - 341.
  • 7Huang Shih-Hao,Wang Shou-Kai,Khoo Hwa Seng,et al. AC elec- troosmotic generated in-plane microvortices for stationary or contin- uous fluid mixing [ J]. Sensors and Actuators B : Chemical, 2007, 125(1) :326 -336.
  • 8Michele Campisi, Dino Accoto, Paolo Dario. AC electroosmotic in rectangular microchannels [ J]. The Journal of Chenical Physics, 2005,123(20) : 1 -9.
  • 9Reppert P M, Morgan F D. Frequency-Dependent Electroosmosis [ J ]. Journal of Colloid and Interface Science,2002,254 ( 2 ) : 372- 383.
  • 10Repper PM,Morgan FD.Frequency-dependent electroosmosis.J Colloid and Interface Sci,2002,254:372-383

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