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研究生: 楊智鈞
Yang, Chih-Chun
論文名稱: 溫度敏感磁性流體在磁熱泵浦的應用與量測
The Application and Measurement of the Temperature-Sensitive Magnetic Fluid in Magnetocaloric Pump
指導教授: 黃智永
Huang, Chih-Yung
口試委員: 劉通敏
Liou, Tong-Miin
陳慶耀
Chen, Ching-Yao
學位類別: 碩士
Master
系所名稱: 工學院 - 動力機械工程學系
Department of Power Mechanical Engineering
論文出版年: 2020
畢業學年度: 108
語文別: 中文
論文頁數: 95
中文關鍵詞: 磁性流體磁熱泵浦微流道
外文關鍵詞: magnetic fluid, magnetocaloric Pump, microchannel
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  • 本研究主要針對溫度敏感磁性流體在一般尺度與微尺度下的磁熱泵浦測試與量測,實驗設計利用溫度敏感磁性流體的磁化強度會因為溫度的上升而下降的原理,在流道中使用永久磁鐵施加高斯分布的磁場強度與熱源就能使溫度敏感磁性流體在流道中自主流動。在一般尺度下,利用改變磁鐵擺放位置找到當磁鐵中心位於加熱入口時會有最高的流率。後續也嘗試改變流道長度,連結的管長由1650 mm提高至3150 mm會發現流率跟著減少,這是因為隨著管長變長,造成流體與管壁間摩擦力增加。此外,也比較了在固定管長為1650 mm時三種熱通量與磁場強度下的流率,可發現流率會隨著磁場或熱通量變大而提高,流體反應時間則是隨之加快。流率最高在熱通量為8 kW/m^2與磁場Hx,max=136 kA/m下可達537.6 µL/min(Re=3.32)。在微尺度下,成功以熱壓印製程建造一個長寬分別為10、1 mm的壓克力微流道並加以磁場與熱源的自主驅動循環裝置。在本實驗中,量測4種流道高度(180、290、350、420 µm )在不同熱通量下的流率與溫度,由結果可以發現在相同流道高度下流率會隨熱通量提高而增加,與一般尺度下的趨勢一致。這是因為熱通量的提高會造成冷熱端溫差變大,造成磁體積力的差異變大進而造成流率的提高。在本實驗架設下,在熱通量459.8 kW/m^2、流道高度為350 µm時會有最高的流率為81.7 µL/min(Re=0.91),這是因為管流的壓差理論與流體高Pr值特性的結果。由於本實驗屬於低Re值範圍,因此加熱區段前方流道溫度受到明顯的軸向熱傳現象溫度明顯上升。本研究利用量測結果計算了磁體積力與驅動壓力,在相同流道高度下驅動壓力會隨著熱通量的提高而增加,在本研究架設下可達到驅動壓力值約為6*〖10〗^4~12*〖10〗^4 N/m^2。


    The study aims to examine the application of temperature-sensitive magnetic fluid in design of macro and micro scale magnetocaloric pump. The principle of the magnetocaloric pump is based on the decrease of magnetization of the temperature-sensitive magnetic fluid with the increase of temperature. In the experiments, the fluid started to move forward with applying a Gaussian distribution magnetic field and heating. In the test of macro scale magnetocaloric pumps, the result showed that the highest flow rate can be obtained when the positioning center of magnetic field aligning with the beginning of the heating area. Next, It was observed that the flow rate decreased with the tube length increasing from 1650 mm to 3150 mm under the magnetic field strength Hx,max=136 kA/m and heat flux q=5 kW/m^2 due to the friction between the tube and the fluid. Moreover, the experimental result showed that the flow rate increased and response time of the fluid decreased while the heat flux or magnetic field strength increased. In the micro-scale experiments, a self-pumping magnetocaloric pump was successfully constructed with a poly(methyl methacrylate)(PMMA) microchannel device which was made by the hot embossing process. The length and width of the microchannel were 10 and 1 mm, respectively. The flow rate and temperature at different locations along the microchannel were measured at four different microchannel height(180、290、350、420 µm) under different heat flux conditions. The result showed that the flow rate increased as the heat flux increasing, which was similar to the trend observed in the macro scale experiment. When the heat flux increased, the flow rate increased due to the increased temperature difference between the hot and cold area which created the gradient of magnetic body force. It was found that the highest flow rate of 81.7 µL/min(Re=0.91) can be obtained when the heat flux was 459.8 kW/m^2 and the microchannel height was 350 µm instead of 420 µm. This is due to the pressure drop inside the tube and the temperature-sensitive magnetic fluid property of high Prandtl number. The temperature data measured upstream of the heating area was observed with obvious temperature increasing due to the axial conduction which was common in the low Reynolds number flow in the micro-scale. The magnetic body force and driving pressure was also analyzed and it was found that the driving pressure increased as the heat flux increased under the same microchannel height. The driving pressure was around 6*〖10〗^4~12*〖10〗^4 N/m^2 estimated in this study.

    摘要 Abstract 致謝 目錄 圖目錄 表目錄 第1章-------------------1 第2章-------------------29 第3章-------------------33 第4章-------------------50 第5章-------------------59 第6章-------------------78 參考文獻----------------82 附錄A-------------------86 附錄B-------------------90

    [1] Rosenswe.Re, R. Kaiser, and Miskolcz.G, "VISCOSITY OF MAGNETIC FLUID IN A MAGNETIC FIELD," Journal of Colloid and Interface Science, vol. 29, no. 4, pp. 680-&, 1969, doi: 10.1016/0021-9797(69)90220-3.
    [2] A. Gavili, F. Zabihi, T. D. Isfahani, and J. Sabbaghzadeh, "The thermal conductivity of water base ferrofluids under magnetic field," Experimental Thermal and Fluid Science, vol. 41, pp. 94-98, Sep 2012, doi: 10.1016/j.expthermflusci.2012.03.016.
    [3] A. Munaz, M. J. Shiddiky, N.-T. J. S. Nguyen, and A. B. Chemical, "Magnetophoretic separation of diamagnetic particles through parallel ferrofluid streams," vol. 275, pp. 459-469, 2018.
    [4] L. Liang, J. Zhu, and X. J. B. Xuan, "Three-dimensional diamagnetic particle deflection in ferrofluid microchannel flows," vol. 5, no. 3, p. 034110, 2011.
    [5] A. E. Deatsch, B. A. J. J. o. M. Evans, and M. Materials, "Heating efficiency in magnetic nanoparticle hyperthermia," vol. 354, pp. 163-172, 2014.
    [6] R. Arulmurugan, G. Vaidyanathan, S. Sendhilnathan, and B. J. P. B. C. M. Jeyadevan, "Preparation and properties of temperature-sensitive magnetic fluid having Co0. 5Zn0. 5Fe2O4 and Mn0. 5Zn0. 5Fe2O4 nanoparticles," vol. 368, no. 1-4, pp. 223-230, 2005.
    [7] D. Jiles, Introduction to magnetism and magnetic materials. CRC press, 2015.
    [8] 杜怡君 et al., "磁性基本特性及磁性材料應用," 國立台灣大學化學系.[Online]. Available: https://www. ch. ntu. edu. tw/~ rsliu/teaching/pdf97/material/5. pdf, 1989.
    [9] T. Upadhyay, R. Upadhyay, R. Mehta, V. Aswal, and P. J. P. R. B. Goyal, "Characterization of a temperature-sensitive magnetic fluid," vol. 55, no. 9, p. 5585, 1997.
    [10] K. Nakatsuka, Y. Hama, J. J. J. o. M. Takahashi, and M. Materials, "Heat transfer in temperature-sensitive magnetic fluids," vol. 85, no. 1-3, pp. 207-209, 1990.
    [11] R. E. Rosensweig, Ferrohydrodynamics. Dover Publications, 1997.
    [12] J. G. Gutierrez and M. Riccetti, "Analysis and Development of a Magnetocaloric Pump for Electronic Cooling Applications Using a Mn-Zn Ferrite Ferrofluid," in ASME International Mechanical Engineering Congress and Exposition, 2008, vol. 48746, pp. 631-636.
    [13] H. Yamaguchi, Engineering fluid mechanics. Springer Science & Business Media, 2008.
    [14] E. Resler and R. J. A. J. Rosensweig, "Magnetocaloric power," vol. 2, no. 8, pp. 1418-1422, 1964.
    [15] E. G. Colgan et al., "A practical implementation of silicon microchannel coolers for high power chips," IEEE Transactions on Components and Packaging Technologies, vol. 30, no. 2, pp. 218-225, 2007.
    [16] J. S. Go, "Design of a microfin array heat sink using flow-induced vibration to enhance the heat transfer in the laminar flow regime," Sensors and Actuators A: physical, vol. 105, no. 2, pp. 201-210, 2003.
    [17] Y. Xuan, Q. Li, and M. J. I. J. o. T. S. Ye, "Investigations of convective heat transfer in ferrofluid microflows using lattice-Boltzmann approach," vol. 46, no. 2, pp. 105-111, 2007.
    [18] B. M. Berkovskii, V. F. Medvedev, and M. S. Krakov, "Magnetic fluids : engineering applications," (in English), 1993. [Online]. Available: http://books.google.com/books?id=cBtRAAAAMAAJ.
    [19] A. Salehpour, M. J. J. o. M. Ashjaee, and M. Materials, "Effect of different frequency functions on ferrofluid FHD flow," vol. 480, pp. 112-131, 2019.
    [20] H.-S. Seo, J.-C. Lee, I.-J. Hwang, and Y.-J. J. M. R. B. Kim, "Flow characteristics of ferrofluid in a microchannel with patterned blocks," vol. 58, pp. 10-14, 2014.
    [21] J.-H. Park, K. Yoshida, and S. J. M. Yokota, "Resonantly driven piezoelectric micropump: Fabrication of a micropump having high power density," vol. 9, no. 7, pp. 687-702, 1999.
    [22] P.-H. Huang et al., "A reliable and programmable acoustofluidic pump powered by oscillating sharp-edge structures," vol. 14, no. 22, pp. 4319-4323, 2014.
    [23] F. Van de Pol, H. Van Lintel, M. Elwenspoek, J. J. S. Fluitman, and A. A. Physical, "A thermopneumatic micropump based on micro-engineering techniques," vol. 21, no. 1-3, pp. 198-202, 1990.
    [24] Y. Sun, Y. C. Kwok, and N.-T. J. L. o. a. C. Nguyen, "A circular ferrofluid driven microchip for rapid polymerase chain reaction," vol. 7, no. 8, pp. 1012-1017, 2007.
    [25] L. J. Love, J. F. Jansen, T. E. McKnight, Y. Roh, and T. J. J. I. t. o. n. Phelps, "A magnetocaloric pump for microfluidic applications," vol. 3, no. 2, pp. 101-110, 2004.
    [26] M. Zahn, "Electromagnetic Field Theory: a problem solving approach," 1979.
    [27] K. Fumoto, H. Yamagishi, and M. Ikegawa, "A mini heat transport device based on thermo-sensitive magnetic fluid," Nanoscale and Microscale Thermophysical Engineering, vol. 11, no. 1-2, pp. 201-210, 2007.
    [28] W. Lian, Y. Xuan, and Q. Li, "Characterization of miniature automatic energy transport devices based on the thermomagnetic effect," Energy Conversion and Management, vol. 50, no. 1, pp. 35-42, 2009.
    [29] S. Pal, A. Datta, S. Sen, A. Mukhopdhyay, K. Bandopadhyay, and R. Ganguly, "Characterization of a ferrofluid-based thermomagnetic pump for microfluidic applications," Journal of Magnetism and Magnetic Materials, vol. 323, no. 21, pp. 2701-2709, 2011.
    [30] Y. Iwamoto, H. Yamaguchi, X.-D. J. J. o. M. Niu, and M. Materials, "Magnetically-driven heat transport device using a binary temperature-sensitive magnetic fluid," vol. 323, no. 10, pp. 1378-1383, 2011.
    [31] Y. Iwamoto, X. Niu, H. Yamaguchi, R. Okuda, and T. J. M. Kuwahara, "HEAT TRANSPORT CHARACTERISTICS A MAGNETICALLY-DRIVEN HEAT TRANSPORT DEVICE USING A BINARY TEMPERATURE-SENSITIVE MAGNETIC FLUID," vol. 48, no. 2, 2012.
    [32] H. Yamaguchi, Y. J. J. o. M. Iwamoto, and M. Materials, "Energy transport in cooling device by magnetic fluid," vol. 431, pp. 229-236, 2017.
    [33] Y. Iwamoto, H. Nakasumi, Y. Ido, and H. Yamaguchi, "Long-distance heat transport based on temperature-dependent magnetization of magnetic fluids," International Journal of Applied Electromagnetics and Mechanics, no. Preprint, pp. 1-14, 2019.
    [34] H. Yamaguchi, A. Sumiji, S. Shuchi, T. J. J. o. M. Yonemura, and M. Materials, "Characteristics of thermo-magnetic driven motor using magnetic fluid," vol. 272, pp. 2362-2364, 2004.
    [35] 中. 駿規, "感温性磁性流体を用いた磁気駆動熱輸送装置の試作お性能評価," 2016.
    [36] Microchem, "SU-8 2000 Permanent Epoxy Negative Photoresist," 2005.
    [37] W. W. Y. Chow, K. F. Lei, G. Shi, W. J. Li, and Q. Huang, "Microfluidic channel fabrication by PDMS-interface bonding," Smart materials and structures, vol. 15, no. 1, p. S112, 2005.
    [38] H. Garg, S. Singh, V. S. Negi, A. S. Kharola, and A. K. Lall, "Numerical Analysis of Thermal Gradient & Magnetic Field using Ferrofluid Cooling," Applied Computational Electromagnetics Society Journal, vol. 31, no. 7, 2016.
    [39] M. Bahiraei and M. Hangi, "Automatic cooling by means of thermomagnetic phenomenon of magnetic nanofluid in a toroidal loop," Applied Thermal Engineering, vol. 107, pp. 700-708, 2016.
    [40] G. Maranzana, I. Perry, and D. Maillet, "Mini-and micro-channels: influence of axial conduction in the walls," International journal of heat and mass transfer, vol. 47, no. 17-18, pp. 3993-4004, 2004.
    [41] W. Lian, Y. Xuan, and Q. Li, "Investigation on Multi-Pump Liquid-Cooling Loop Based on Thermomagnetic Effect," in International Heat Transfer Conference, 2010, vol. 49385, pp. 417-423.
    [42] Z. Wu and K. J. L. o. a. C. Hjort, "Surface modification of PDMS by gradient-induced migration of embedded Pluronic," vol. 9, no. 11, pp. 1500-1503, 2009.
    [43] H. Sasaki, H. Onoe, T. Osaki, R. Kawano, S. J. S. Takeuchi, and A. B. Chemical, "Parylene-coating in PDMS microfluidic channels prevents the absorption of fluorescent dyes," vol. 150, no. 1, pp. 478-482, 2010.

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