請用此 Handle URI 來引用此文件：
http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/83665完整後設資料紀錄
| DC 欄位 | 值 | 語言 |
|---|---|---|
| dc.contributor.advisor | 李克強(Eric Lee) | |
| dc.contributor.author | Chien-Chun Tseng | en |
| dc.contributor.author | 曾建鈞 | zh_TW |
| dc.date.accessioned | 2023-03-19T21:13:31Z | - |
| dc.date.copyright | 2022-08-22 | |
| dc.date.issued | 2022 | |
| dc.date.submitted | 2022-08-16 | |
| dc.identifier.citation | 參考文獻 1. Shaw, D.J., Introduction to Colloid and Surface Chemistry. 4 ed. 1992, Boston: Butterwirth Heinemann. 2. Colloids and their Uses. 3. Rashidi, M., M. Zargartalebi, and A.M. Benneker, Mechanistic studies of droplet electrophoresis: A review. Electrophoresis, 2021. 42(7-8): p. 869-880. 4. Helmholtz, H., Studien ?ber electrische Grenzschichten. Annalen der Physik und Chemie, 1879. 243(7): p. 337-382. 5. Gouy, G., Constitution of the electric charge at the surface of an electrolyte. J. phys, 1910. 9(4): p. 457-467. 6. Chapman, D.L., A contribution to the theory of electrocapillarity. Philosophical Magazine Series 6, 1913. 25(148): p. 475-481. 7. Hunter, R.J., Foundations of Colloid Science. Vol. II. 1983: Oxford Science Publications. 8. Stern, O., Zur Theorie Der Eleltrolytischen Doppelschicht. Zeitschrift f?r Elektrochemie und angewandte physikalische Chemie, 1924. 30(21-22): p. 508-516. 9. Masliyah, J.H. and S. Bhattacharjee, Electrokinetic and Colloid Transport Phenomena. Electrokinetic and Colloid Transport Phenomena. 2005: John Wiley & Sons, Inc. 10. Overbeek, J.T.G.J.A.i.c.s., Quantitative interpretation of the electrophoretic velocity of colloids. 1950. 3: p. 797-823. 11. Booth, F.J.P.o.t.R.S.o.L.S.A.M. and P. Sciences, The cataphoresis of spherical, solid non-conducting particles in a symmetrical electrolyte. 1950. 203(1075): p. 514-533. 12. Besra, L. and M. Liu, A review on fundamentals and applications of electrophoretic deposition (EPD). Progress in Materials Science, 2007. 52(1): p. 1-61. 13. Dalisa, A.L., Electrophoretic Display Technology. Ieee Transactions on Electron Devices, 1977. 24(7): p. 827-834. 14. Lee, E., Theory of Electrophoresis and Diffusiophoresis of Highly Charged Colloidal Particles. Vol. 26. 2018: Academic Press. 15. Shi, N., A. Mashat, and A. Abdel-Fattah. Autonomous NanoSurfactant for Enhanced Oil Recovery Applications. in SPE Europec. 2020. 16. Jiang, A.Y., et al., High-throughput continuous dielectrophoretic separation of neural stem cells. Biomicrofluidics, 2019. 13(6): p. 064111. 17. Von Smoluchowski, M., Experiments on a mathematical theory of kinetic coagulation of colloid solutions. Zeitschrift fur Physikalische Chemie–Stochiometrie und Verwandtschaftslehre, 1917. 92(2): p. 129-168. 18. H?ckel, E., The cataphoresis of the sphere. Phys. Z, 1924. 25: p. 204-210. 19. Henry, D.C., The cataphoresis of suspended particles Part I - The equation of cataphoresis. Proceedings of the Royal Society of London Series a-Containing Papers of a Mathematical and Physical Character, 1931. 133(821): p. 106-129. 20. O'Brien, R.W. and L.R. White, Electrophoretic mobility of a spherical colloidal particle. Journal of the Chemical Society, Faraday Transactions 2: Molecular and Chemical Physics, 1978. 74: p. 1607-1626. 21. Wu, Y., et al., Electrophoresis of a highly charged dielectric fluid droplet in electrolyte solutions. Journal of Colloid and Interface Science, 2021. 598: p. 358-368. 22. Wu, Y., et al., Diffusiophoresis of a highly charged soft particle in electrolyte solutions induced by diffusion potential. Physics of Fluids, 2021. 33(1): p. 012014. 23. Lee, Y.-F., et al., Diffusiophoresis of a highly charged soft particle in electrolyte solutions. Langmuir, 2021. 37(4): p. 1480-1492. 24. Tsai, P. and E. Lee, Gel electrophoresis in suspensions of charged spherical particles. Soft Matter, 2011. 7(12): p. 5789-5798. 25. Tsai, M.Y., et al., Analytical solution to dielectric droplet diffusiophoresis under Debye–H?ckel approximation. Electrophoresis, 2022. 43(3): p. 495-500. 26. Neoh, H.-m., et al., Pulsed-field gel electrophoresis (PFGE): A review of the “gold standard” for bacteria typing and current alternatives. Infection, Genetics and Evolution, 2019. 74: p. 103935. 27. Allen, R.C., C.A. Saravis, and H.R. Maurer, Gel electrophoresis and isoelectric focusing of proteins. 2019: de Gruyter. 28. Stigter, D., Influence of agarose gel on electrophoretic stretch, on trapping, and on relaxation of DNA. Macromolecules, 2000. 33(23): p. 8878-8889. 29. Sonnet, A.M. and E.G. Virga, Steric effects in dispersion forces interactions. Physical Review E, 2008. 77(3): p. 031704. 30. Boileau, J. and G.W. Slater, An exactly solvable Ogston model of gel electrophoresis - VI. Towards a theory for macromolecules. Electrophoresis, 2001. 22(4): p. 673-683. 31. Slater, G.W. and H.L. Guo, An exactly solvable Ogston model of gel electrophoresis .1. The role of the symmetry and randomness of the gel structure. Electrophoresis, 1996. 17(6): p. 977-988. 32. Slater, G.W. and H.L. Guo, An exactly solvable Ogston model of gel electrophoresis .2. Sieving through periodic gels. Electrophoresis, 1996. 17(9): p. 1407-1415. 33. Slater, G.W. and J.R. Treurniet, Exactly solvable Ogston model of gel electrophoresis .3. Percolation and sieving through two-dimensional gels. Journal of Chromatography A, 1997. 772(1-2): p. 39-48. 34. Mercier, J.F. and G.W. Slater, An exactly solvable Ogston model of gel electrophoresis IV: Sieving through periodic three-dimensional gels. Electrophoresis, 1998. 19(10): p. 1560-1565. 35. Labrie, J., J.F. Mercier, and G.W. Slater, An exactly solvable Ogston model of gel electrophoresis V. Attractive gel-analyte interactions and their effects on the Ferguson plot. Electrophoresis, 2000. 21(5): p. 823-833. 36. Mercier, J.F. and G.W. Slater, An exactly solvable ogston model of gel electrophoresis. 7. Diffusion and mobility of hard spherical particles in three-dimensional gels. Macromolecules, 2001. 34(10): p. 3437-3445. 37. Mercier, J.F., F. Tessier, and G.W. Slater, An exactly solvable Ogston model of gel electrophoresis: VIII. Nonconducting gel fibers, curved field lines, and the Nernst-Einstein relation. Electrophoresis, 2001. 22(13): p. 2631-2638. 38. Imanidis, G. and P. Luetolf, An extended model based on the modified Nernst-Planck equation for describing transdermal iontophoresis of weak electrolytes. Journal of Pharmaceutical Sciences, 2006. 95(7): p. 1434-1447. 39. Pyell, U., Characterization of nanoparticles by capillary electromigration separation techniques. Electrophoresis, 2010. 31(5): p. 814-831. 40. Hill, R.J., Electrokinetics of nanoparticle gel-electrophoresis. Soft matter, 2016. 12(38): p. 8030-8048. 41. B. D. Hames, D.R., ed. Gel Electrophoresis of Proteins: A practical approach. 2 ed. One-dimensional polyacrylamide gel electrophoresis, ed. B.D. Hames. 1990, Oxford. 1-15. 42. Salieb-Beugelaar, G.B., et al., Electrophoretic separation of DNA in gels and nanostructures. Lab on a Chip, 2009. 9(17): p. 2508-2523. 43. Galaev I. G., M.B., ed. Smart polymers for bioseparation and bioprocessing. 2002, Taylor & Francis: London. 44. Brubacher, M.G., The New Face of Electrophoresis: Modernization of a Workhorse Technology. BioTechniques, 2008. 44(4): p. 568-570. 45. Bj, D., DISC ELECTROPHORESIS. II. METHOD AND APPLICATION TO HUMAN SERUM PROTEINS. Annals of the New York Academy of Sciences, 1964. 121: p. 404-427. 46. Weber, K. and M. Osborn, The reliability of molecular weight determinations by dodecyl sulfate-polyacrylamide gel electrophoresis. Journal of Biological Chemistry, 1969. 244(16): p. 4406-4412. 47. Maizel Jr, J.V., SDS polyacrylamide gel electrophoresis. Trends in biochemical sciences, 2000. 25(12): p. 590-592. 48. Yoshioka, H., Y. Mori, and M. Shimizu, Separation and recovery of DNA fragments by electrophoresis through a thermoreversible hydrogel composed of poly(ethylene oxide) and poly(propylene oxide). Analytical Biochemistry, 2003. 323(2): p. 218-223. 49. Young, D.S. and R.P. Tracy, Clinical applications of two-dimensional electrophoresis. Journal of Chromatography A, 1995. 698(1): p. 163-179. 50. Woo, N., et al., Enhanced capillary electrophoretic screening of Alzheimer based on direct apolipoprotein E genotyping and one-step multiplex PCR. Journal of Chromatography B, 2018. 1072: p. 290-299. 51. Syaifudin, M. Gel electrophoresis: The applications and its improvement with nuclear technology. in AIP Conference Proceedings. 2021. AIP Publishing LLC. 52. Darcy, H., The public fountains of the city of Dijon. Victor Dalmont, Paris, France, 1856. 53. Brinkman, H.C., A calculation of the viscous force exerted by a flowing fluid on a dense swarm of particles. Flow, Turbulence and Combustion, 1949. 1(1): p. 27-34. 54. Debye, P. and A. Bueche, Intrinsic viscosity, diffusion, and sedimentation rate of polymers in solution. The Journal of Chemical Physics, 1948. 16(6): p. 573-579. 55. Dukhin, S.S., et al., On the applicability of the Brinkman equation in soft surface electrokinetics. Journal of colloid and interface science, 2010. 350(1): p. 1-4. 56. Brady, J.F. Hindered diffusion. in American Institute of Chemical Engineers, Annual Meeting. 1994. San Francisco. 57. Ohshima, H., Electrophoresis of soft particles. Membrane, 1994. 19(5): p. 284-291. 58. Ohshima, H., Theory of electrostatics and electrokinetics of soft particles. Science and Technology of Advanced Materials, 2009. 10(6). 59. Allison, S.A., Y. Xin, and H.X. Pei, Electrophoresis of spheres with uniform zeta potential in a gel modeled as an effective medium. Journal of Colloid and Interface Science, 2007. 313(1): p. 328-337. 60. Allison, S.A., H. Pei, and Y. Xin, Modeling the free solution and gel electrophoresis of biopolymers: The bead array-effective medium model. Biopolymers, 2007. 87(2-3): p. 102-114. 61. Allison, S., F. Li, and M. Le, Electrophoretic mobility of a dilute, highly charged “soft” spherical particle in a charged hydrogel. The Journal of Physical Chemistry B, 2016. 120(33): p. 8071-8079. 62. Teorell, T., Transport processes in ionic membranes. Prog. Biophys. Biophys. Chem., 1953. 3: p. 305. 63. Ohki, S., Rectification by a double membrane. Journal of the Physical Society of Japan, 1965. 20(9): p. 1674-1685. 64. Mauro, A., Space charge regions in fixed charge membranes and the associated property of capacitance. Biophysical journal, 1962. 2(2): p. 179-198. 65. Jubery, T.Z., S.K. Srivastava, and P. Dutta, Dielectrophoretic separation of bioparticles in microdevices: A review. 2014. 35(5): p. 691-713. 66. Voldman, J.J.A.R.B.E., Electrical forces for microscale cell manipulation. 2006. 8: p. 425-454. 67. Zellner, P., et al., 3D Insulator-based dielectrophoresis using DC-biased, AC electric fields for selective bacterial trapping. Electrophoresis, 2015. 36(2): p. 277-83. 68. Qian, C., et al., Dielectrophoresis for bioparticle manipulation. International Journal of Molecular Sciences, 2014. 15(10): p. 18281-309. 69. Velev, O.D. and K.H.J.S.M. Bhatt, On-chip micromanipulation and assembly of colloidal particles by electric fields. 2006. 2(9): p. 738-750. 70. Bhattacharya, S., et al., Selective trapping of single mammalian breast cancer cells by insulator-based dielectrophoresis. 2014. 406(7): p. 1855-1865. 71. Nakano, A. and A.J.E. Ros, Protein dielectrophoresis: advances, challenges, and applications. 2013. 34(7): p. 1085-1096. 72. Viefhues, M., et al., Dielectrophoresis based continuous-flow nano sorter: fast quality control of gene vaccines. 2013. 13(15): p. 3111-3118. 73. Abdelhamid, H., et al. Dielectrophoretic based Microfluidic for nanoparticles “viruses” separation. in 2021 3rd Novel Intelligent and Leading Emerging Sciences Conference (NILES). 2021. IEEE. 74. Sarno, B., et al., Dielectrophoresis: Developments and applications from 2010 to 2020. Electrophoresis, 2021. 42(5): p. 539-564. 75. von Hippel, A.J.A.H.m.l.B.A.H., Dielectric materials and applications, new ed. ed., ser. 1995. 76. Krisnadi, F., et al., Directed Assembly of Liquid Metal–Elastomer Conductors for Stretchable and Self-Healing Electronics. Advanced Materials, 2020. 32(30): p. 2001642. 77. Kestelman, V.N., L.S. Pinchuk, and V.A. Goldade, Electrets in engineering: fundamentals and applications. 2000: Springer Science & Business Media. 78. Vilchevskaya, E.N. and W.H. M?ller, Modeling of orientational polarization within the framework of extended micropolar theory. Continuum Mechanics and Thermodynamics, 2021. 33(4): p. 1263-1279. 79. Bohinski, R.C., P. Melius, and M.E. Friedman, Modern concepts in biochemistry. 1976: Allyn and Bacon. 80. Pohl, H.A., The Motion and Precipitation of Suspensoids in Divergent Electric Fields. Journal of Applied Physics, 1951. 22(7): p. 869-871. 81. Pohl, H.A.J.J.o.A.P., The motion and precipitation of suspensoids in divergent electric fields. 1951. 22(7): p. 869-871. 82. Zhang, C., et al., Dielectrophoresis for manipulation of micro/nano particles in microfluidic systems. 2010. 396(1): p. 401-420. 83. O'Brien, R.W., The response of a colloidal suspension to an alternating electric field. Advances in Colloid and Interface Science, 1982. 16(1): p. 281-320. 84. Zhao, H. and H.H. Bau, The polarization of a nanoparticle surrounded by a thick electric double layer. Journal of colloid and interface science, 2009. 333(2): p. 663-671. 85. Castellarnau, M., et al., Dielectrophoresis as a Tool to Characterize and Differentiate Isogenic Mutants of Escherichia coli. Biophysical Journal, 2006. 91(10): p. 3937-3945. 86. Lu, Y.-W., et al., Dielectrophoretic crossover frequency of single particles: Quantifying the effect of surface functional groups and electrohydrodynamic flow drag force. Nanomaterials, 2020. 10(7): p. 1364. 87. Nerguizian, V., et al., The effect of dielectrophoresis on living cells: Crossover frequencies and deregulation in gene expression. Analyst, 2019. 144(12): p. 3853-3860. 88. Masuda, S., M. Washizu, and T. Nanba, Novel method of cell fusion in field constriction area in fluid integration circuit. IEEE transactions on industry applications, 1989. 25(4): p. 732-737. 89. Eric, B.C. and K.S. Anup. Dielectrophoretic trapping without embedded electrodes. in Proc.SPIE. 2000. 90. Mart?nez-L?pez, J.I., et al., Characterization of electrokinetic mobility of microparticles in order to improve dielectrophoretic concentration. Analytical and bioanalytical chemistry, 2009. 394(1): p. 293-302. 91. Gallo-Villanueva, R.C., et al., Assessment of microalgae viability employing insulator-based dielectrophoresis. Microfluidics and Nanofluidics, 2011. 10(6): p. 1305-1315. 92. Lapizco?Encinas, B.H., On the recent developments of insulator?based dielectrophoresis: A review. Electrophoresis, 2019. 40(3): p. 358-375. 93. Cummings, E.B., Streaming dielectrophoresis for continuous-flow microfluidic devices. IEEE Engineering in Medicine and Biology Magazine, 2003. 22(6): p. 75-84. 94. Pethig, R., Dielectrophoresis: Status of the theory, technology, and applications. Biomicrofluidics, 2010. 4(2): p. 022811. 95. Wedemeyer, G., Dechlorination of DDT by Aerobacter aerogenes. Science, 1966. 152(3722): p. 647-647. 96. Lorenz, M., et al., High-throughput dielectrophoretic filtration of sub-micron and micro particles in macroscopic porous materials. Analytical and bioanalytical chemistry, 2020. 412(16): p. 3903-3914. 97. Pesch, G.R., et al., Recovery of submicron particles using high-throughput dielectrophoretically switchable filtration. Separation and Purification Technology, 2014. 132: p. 728-735. 98. Lewpiriyawong, N., G. Xu, and C. Yang, Enhanced cell trapping throughput using DC-biased AC electric field in a dielectrophoresis-based fluidic device with densely packed silica beads. ELECTROPHORESIS, 2018. 39(5-6): p. 878-886. 99. Church, C., et al., Continuous particle separation in a serpentine microchannel via negative and positive dielectrophoretic focusing. Journal of Micromechanics and Microengineering, 2010. 20(6): p. 065011. 100. Nesmond, S., et al., Characteristic pattern of IL-17RA, IL-17RB, and IL-17RC in monocytes/macrophages and mast cells from patients with bullous pemphigoid. Frontiers in immunology, 2019. 10: p. 2107. 101. Yang, S.-M., et al., Dielectrophoresis assisted high-throughput detection system for multiplexed immunoassays. Biosensors and Bioelectronics, 2021. 180: p. 113148. 102. Pohl, H.A. and I. Hawk, Separation of living and dead cells by dielectrophoresis. Science, 1966. 152(3722): p. 647-649. 103. Pohl, H.A., Biophysical aspects of dielectrophoresis. Journal of Biological Physics, 1973. 1(1): p. 1-16. 104. Pohl, H. and K. Kaler, Continuous dielectrophoretic separation of cell mixtures. Cell biophysics, 1979. 1(1): p. 15-28. 105. Pohl, H.A., Dielectrophoresis : the behavior of neutral matter in nonuniform electric fields / Herbert A. Pohl. Cambridge monographs on physics. 1978, Cambridge ;: Cambridge University Press. 106. Pethig, R.R., Dielectrophoresis: Theory, methodology and biological applications. 2017: John Wiley & Sons. 107. Bernard, L., et al., Controlled formation of metallic nanowires via Au nanoparticle ac trapping. Nanotechnology, 2007. 18(23): p. 235202. 108. Bao, R., et al., Controlled synthesis and enhanced photoelectro-catalytic activity of a 3D TiO 2 nanotube array/TiO 2 nanoparticle heterojunction using a combined dielectrophoresis/sol–gel method. Journal of Materials Chemistry C, 2019. 7(17): p. 4981-4987. 109. Hughes, M.P., Nanoelectromechanics in Engineering and Biology. 2002, Boca Raton: CRC Press. 110. Jones, T.B., Electromechanics of Particles. 1995, Cambridge: Cambridge University Press. 111. Benguigui, L. and I. Lin, More about the dielectrophoretic force. Journal of Applied Physics, 1982. 53(2): p. 1141-1143. 112. Dingari, N.N. and C.R.J.L. Buie, Theoretical investigation of bacteria polarizability under direct current electric fields. 2014. 30(15): p. 4375-4384. 113. O'Konski, C.T.J.T.J.o.P.C., Electric properties of macromolecules. V. Theory of ionic polarization in polyelectrolytes. 1960. 64(5): p. 605-619. 114. Shilov, V., et al., Polarization of the electrical double layer. Time evolution after application of an electric field. Journal of colloid and interface science, 2000. 232(1): p. 141-148. 115. Dukhin, S.S., V.N. Shilov, and J.J.J.o.t.E.S. Bikerman, Dielectric phenomena and double layer in disperse systems and polyelectrolytes. 1974. 121(4): p. 154C. 116. Shilov, V. and S.J.C.J.-U. Dukhin, Theory of low-frequency dispersion of dielectric permittivity in suspensions of spherical colloidal particles due to double-layer polarization. 1970. 32(2): p. 245-&. 117. Delgado, ?.V., Interfacial electrokinetics and electrophoresis. Vol. 106. 2001: CRC Press. 118. Shilov, V., et al., Thin double layer theory of the wide-frequency range dielectric dispersion of suspensions of non-conducting spherical particles including surface conductivity of the stagnant layer. 2001. 192(1-3): p. 253-265. 119. Han, X., et al., Calculation of the contributions of scattering effects to the X-ray fluorescent intensities for light matrix samples. 2005. 538(1-2): p. 297-302. 120. Uppapalli, S. and H.J.L. Zhao, Polarization of a diffuse soft particle subjected to an alternating current field. 2012. 28(30): p. 11164-11172. 121. Barman, S.S. and S. Bhattacharyya, Finite ion size and ion permittivity effects on gel electrophoresis of a soft particle. Colloids and Surfaces A: Physicochemical and Engineering Aspects, 2022. 636: p. 128088. 122. Jubery, T.Z., S.K. Srivastava, and P.J.E. Dutta, Dielectrophoretic separation of bioparticles in microdevices: A review. 2014. 35(5): p. 691-713. 123. Yan, Y., D. Guo, and S. Wen, Joule heating effects on two-phase flows in dielectrophoresis microchips. BioChip Journal, 2017. 11(3): p. 196-205. 124. Xuan, X., Review of nonlinear electrokinetic flows in insulator?based dielectrophoresis: From induced charge to Joule heating effects. Electrophoresis, 2022. 43(1-2): p. 167-189. 125. Voldman, J., ELECTRICAL FORCES FOR MICROSCALE CELL MANIPULATION. Annual Review of Biomedical Engineering, 2006. 8(1): p. 425-454. 126. Castellanos, A., et al., Electrohydrodynamics and dielectrophoresis in microsystems: scaling laws. Journal of Physics D: Applied Physics, 2003. 36(20): p. 2584. 127. Gallo?Villanueva, R.C., et al., Joule heating effects on particle immobilization in insulator?based dielectrophoretic devices. Electrophoresis, 2014. 35(2-3): p. 352-361. 128. Lackowski, M., A. Krupa, and D. Butrymowicz, Dielectrophoresis flow control in microchannels. Journal of Electrostatics, 2013. 71(5): p. 921-925. 129. Zhao, H., Double-layer polarization of a non-conducting particle in an alternating current field with applications to dielectrophoresis. Electrophoresis, 2011. 32(17): p. 2232-44. 130. Delgado, A.V., et al., Measurement and interpretation of electrokinetic phenomena. Journal of Colloid and Interface Science, 2007. 309(2): p. 194-224. 131. Bird, R.B., W.E. Stewart, and E.N. Lightfoot, Transport Phenomena. 2006: John Wiley & Sons. 132. Happel, J. and H. Brenner, Low Reynolds number hydrodynamics: with special applications to particulate media. Vol. 1. 2012: Springer Science & Business Media. 133. Hunter, R.J., Foundations of colloid science. 2001: Oxford university press. 134. Laidler, K., J. Meiser, and B. Sanctuary, Physical Chemistry. 2003. 135. Masliyah, J.H. and S. Bhattacharjee, Electrokinetic and colloid transport phenomena. 2006: John Wiley & Sons. 136. Happel, J. and H. Brenner, Low Reynolds number hydrodynamics: with special applications to particulate media. Vol. 1. 1983: Springer Science & Business Media. 137. Zhao, H. and H.H. Bau, Effect of double-layer polarization on the forces that act on a nanosized cylindrical particle in an ac electrical field. Langmuir, 2008. 24(12): p. 6050-6059. 138. Pesch, G.R., et al., Bridging the scales in high-throughput dielectrophoretic (bio-) particle separation in porous media. Scientific reports, 2018. 8(1): p. 1-12. 139. Weirauch, L., et al., Material-selective separation of mixed microparticles via insulator-based dielectrophoresis. Biomicrofluidics, 2019. 13(6): p. 064112. 140. Zhou, H., et al., Calculation of the electric polarizability of a charged spherical dielectric particle by the theory of colloidal electrokinetics. J Colloid Interface Sci, 2005. 285(2): p. 845-56. 141. Zhao, H.J.P.o.F., On the effect of hydrodynamic slip on the polarization of a nonconducting spherical particle in an alternating electric field. 2010. 22(7): p. 072004. 142. Kortschot, R., et al., Diverging electrophoretic and dynamic mobility of model silica colloids at low ionic strength in ethanol. 2014. 422: p. 65-70. 143. Hunter, R.J., Foundations of Colloid Science. Vol. 2. 1989, New York: Oxford University Press. 144. Cheng, W.L., Y.Y. He, and E. Lee, Electrophoresis of a soft particle normal to a plane. Journal of Colloid and Interface Science, 2009. 335(1): p. 130-139. 145. Neale, G. and N. Epstein, Creeping flow relative to permeable spheres. Chemical Engineering Science, 1973. 28(10): p. 1865-1874. 146. Delgado, ?.V., et al., Measurement and interpretation of electrokinetic phenomena. Journal of colloid and interface science, 2007. 309(2): p. 194-224. ? | |
| dc.identifier.uri | http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/83665 | - |
| dc.description.abstract | 利用不均勻電場操控介電質運動的「介電泳」(dielectrophoresis, DEP) 常出現在微流體裝置、實驗室晶片等應用中來操縱等於或小於微米尺度的粒子，在化工分離物質的程序上，因介電質造成的極化程度不同，可以用正或負介電泳來簡易分離物質。 其一介電泳分離手法是應用在過濾系統上，此方法是使用多孔介質作為過濾孔洞介質，施加外加電場後，粒子將被孔洞捕捉。為了掌握此系統的介電泳力來提升在分離實驗上之效率，本論文即是探討球型膠體粒子於多孔介質流體的介電泳現象，而使用之多孔介質流體為Brinkman fluid，針對粒子在不同物理條件下所受極化程度進行模擬，預測介電泳動行為，並計算影響介電泳力的關鍵因子─dipole coefficient??，其所代表的物理意義為粒子在介質中的有效極化程度。 我們將透過電動力學模型來描述電解質溶液中的帶電粒子，粒子會於溶液中與周圍電雙層產生隨頻率改變而形成之電雙層動態平衡。介電泳與傳統常見的電泳最大的不同便是多了頻率這項可調控參數，系統其他電動力學參數亦包括：粒子表面帶電量、介電常數比值等。由於粒子存在於多孔介質，我們以Brinkman方程式描述非均相多孔系統中的流力行為，多孔介質層中的摩擦係數將減緩粒子介電泳動度，阻力過大時會有泳動趨於0的情形，更詳細內容將在結果與討論章節做進一步解釋。 | zh_TW |
| dc.description.abstract | Dielectrophoresis (DEP), which uses an uneven electric field to manipulate the motion of dielectrics, is often used in microfluidic devices, lab-on-a-chip and other applications to manipulate particles on a scale equal to or smaller than microns. One of the dielectrophoretic separation methods is the use of porous media as the pore medium for filtration. In order to find out the dielectrophoretic force of this system to enhance the efficiency of the separation experiment, this thesis is to investigate the dielectrophoretic phenomenon of spherical colloidal particles in a porous medium fluid, using a porous medium fluid called Brinkman fluid. The effective degree of polarization of a particle under different physical conditions is simulated to predict the dielectrophoretic behavior and to calculate the key factor, dipole coefficient, which represents the physical meaning of the effective degree of polarization of a particle in the medium. The electrodynamic model is used to describe the charged particles in an electrolyte solution, where the particles are in dynamic equilibrium with the surrounding electric double layer as the frequency changes. The main difference between dielectrophoresis and conventional electrophoresis is the additional parameter of frequency. Other electrodynamic parameters of the system include: the surface charge of the particles, the ratio of dielectric constants, etc. Since the particles are present in porous media, we describe the flow behavior in a non-homogeneous porous system by the Brinkman equation. The drag coefficient in the porous medium will slow down the dielectrophoretic mobility of particle, and when the drag coefficient is too high, the mobility will tend to 0. More details will be explained in the Results and Discussion section. | en |
| dc.description.provenance | Made available in DSpace on 2023-03-19T21:13:31Z (GMT). No. of bitstreams: 1 U0001-1608202212173500.pdf: 5459980 bytes, checksum: 4ff3df5c9a92c9310b3a39d572626f66 (MD5) Previous issue date: 2022 | en |
| dc.description.tableofcontents | 目錄 致謝 I 摘要 III Abstract IV 目錄 VI 圖目錄 IX 表目錄 XII 第一章 緒論 1 1.1. 研究目的與論文架構 1 1.2. 膠體粒子系統與電雙層 2 1.2.1. 膠體粒子系統簡介 2 1.2.2. 電雙層理論 4 1.3. 粒子於多孔介質之電泳現象 8 1.3.1. 電泳概論 8 1.3.2. 非勻相系統 10 1.3.3. 凝膠電泳 11 1.3.4. 多孔介質文獻回顧 13 1.4. 介電泳概論 16 1.4.1. 介電質與極化現象 17 1.4.2. 介電泳原理 20 1.5. 介電泳應用 26 1.6. 介電泳文獻回顧 33 1.7. 焦耳熱效應文獻回顧 38 第二章 理論分析 40 2.1. 介電泳力與偶極矩 40 2.1.1. 介電泳作用力 40 2.1.2. 有效偶極矩與dipole coefficient 42 2.2. 系統描述 44 2.3. 物理問題分析與基本假設 46 2.4. 電動力學方程組 47 2.4.1. 電位方程式 47 2.4.2. 離子守恆式 47 2.4.3. 流場方程式 49 2.5. 平衡態與擾動態 51 2.5.1. 平衡態 53 2.5.2. 擾動態 53 2.6. 邊界條件 58 2.6.1. 平衡態邊界條件 58 2.6.2. 擾動態邊界條件 59 2.7. 系統變數前處理 62 2.7.1. 無因次分析與平衡電位求解 62 2.7.2. 擾動態變數線性化 64 2.7.3. 擾動態變數一維化 64 2.8. 粒子受力與電泳動度計算 69 2.8.1. 粒子受力計算 69 2.8.2. 振盪電泳速度計算 70 2.8.3. 介電泳速度計算 73 2.9. 偶極矩強度計算 74 第三章 數值方法 75 3.1. 正交配位法 75 3.2. 空間映射 80 3.3. 牛頓(Newton-Raphson)迭代法 81 3.4. 擾動態多變數聯立解 84 第四章 結果與討論 87 4.1. 系統參數設定 87 4.2. 準確性比對 89 4.3. 低頻/高頻區間─電雙層動態平衡 92 4.4. 表面電位之影響 97 4.5. 摩擦力之影響 106 4.6. 介電常數影響 119 第五章 結論 126 參考文獻 128 符號說明 136 附錄 138 A. 有效偶極矩與CM factor關係式推導 138 B. 平均(time-average)介電泳力推導 142 C. 介電泳泳動度(μDEP)推導 144 D. 無窮大系統計算方法 146 E. Complex Permittivity相關推導 149 目錄引用 152 ? | |
| dc.language.iso | zh-TW | |
| dc.subject | 電雙層動態平衡 | zh_TW |
| dc.subject | 介電泳 | zh_TW |
| dc.subject | 介電質 | zh_TW |
| dc.subject | 交流電場 | zh_TW |
| dc.subject | 電動力學 | zh_TW |
| dc.subject | 多孔介質 | zh_TW |
| dc.subject | 有效偶極矩 | zh_TW |
| dc.subject | 介電泳泳動度 | zh_TW |
| dc.subject | 電雙層極化效應 | zh_TW |
| dc.subject | electrokinetics | en |
| dc.subject | porous medium | en |
| dc.subject | dielectrophoresis (DEP) | en |
| dc.subject | dielectric material | en |
| dc.subject | AC electric field | en |
| dc.subject | dynamic equilibrium of electric double layer | en |
| dc.subject | double layer polarization | en |
| dc.subject | DEP mobility | en |
| dc.subject | effective dipole moment | en |
| dc.subject | Brinkman fluid | en |
| dc.title | 球形膠體粒子於多孔流體介質之介電泳現象探討 | zh_TW |
| dc.title | Dielectrophoresis of spherical colloidal particles in porous fluid medium | en |
| dc.type | Thesis | |
| dc.date.schoolyear | 110-2 | |
| dc.description.degree | 碩士 | |
| dc.contributor.advisor-orcid | 李克強(0000-0002-6036-9403) | |
| dc.contributor.oralexamcommittee | 朱智瑋(Jhih-Wei Chu),唐于博(Yu-Po Tang),游佳欣(Jiashing Yu),陳賢燁(Hsien-Yeh Chen) | |
| dc.subject.keyword | 介電泳,介電質,交流電場,電動力學,多孔介質,有效偶極矩,介電泳泳動度,電雙層極化效應,電雙層動態平衡, | zh_TW |
| dc.subject.keyword | dielectrophoresis (DEP),dielectric material,AC electric field,electrokinetics,porous medium,Brinkman fluid,effective dipole moment,DEP mobility,double layer polarization,dynamic equilibrium of electric double layer, | en |
| dc.relation.page | 152 | |
| dc.identifier.doi | 10.6342/NTU202202445 | |
| dc.rights.note | 未授權 | |
| dc.date.accepted | 2022-08-17 | |
| dc.contributor.author-college | 工學院 | zh_TW |
| dc.contributor.author-dept | 化學工程學研究所 | zh_TW |
| 顯示於系所單位： | 化學工程學系 | |
文件中的檔案：
| 檔案 | 大小 | 格式 | |
|---|---|---|---|
| U0001-1608202212173500.pdf 未授權公開取用 | 5.33 MB | Adobe PDF |
系統中的文件，除了特別指名其著作權條款之外，均受到著作權保護，並且保留所有的權利。