yfpeng

姓    名 :

彭逸凡 (PENG, Yih-Ferng)

職    稱 :

土木系教授

分    機 :

4960

信    箱 :

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Additional Info

  • 現職:
    • 土木工程學系副教授 (93/08~)

  • 連繫:
    • Phone on campus:  (049) 2910-960 ext. 4960
    • Fax number: (049) 2918-679
    • This email address is being protected from spambots. You need JavaScript enabled to view it.

  • 學歷:
    • 學士 國立台灣大學 (71~75)

    • 碩士 國立台灣大學 (75~77)

    • 博士 國立台灣大學 (77~82)

    • B.S., National Taiwan University.
    • M.S., Natioanl Taiwan University.
    • Ph.D., National Taiwan University.

  • 經歷:

    國立暨南國際大學土木工程學系副教授938月起

    Visiting fellow, The George Washington University, Department of Mechanical & Aerospace Engineering (95/02~95/05)

    國立暨南國際大學土木工程學系助理教授 (89/08~93/07)

    中央研究院物理所博士後研究 (85/06~89/07)


  • 教學:
    • 工程圖學,水利工程

    • 土木工程設計實作,行動應用程式開發

    • 水文學,水利計算模式

    • 計算流體力學,明渠水力學


  • 研究興趣:
    • Computational Fluid Dynamics, Ocean engineering, Bio-Fluid Mechanics.

  • 榮譽:
  • 重要貢獻及成就:
  • 碩士生:
    論   文   名   稱 研究生 學位 學年度
    行動應用程式在水文學之應用與發展 王文彥 碩士 104
    流過一對並列橢圓柱同相位/異相位渦旋逸出流況之遲滯迴圈過程研究 佘霽剛 碩士 102
    一渠道內以低雷諾數流場流過突起物之數值研究 潘宜婷 碩士 102
    流過一對並列且具攻角雙橢圓柱渦漩逸出流場之數值研究 陳柏任 碩士 101
    流過一對並列橢圓柱同相位/異相位渦旋逸出流場之次臨界分歧過程研究 鄭豐笙 碩士 101
    流過一對並列圓柱渦漩逸出流場之數值研究 林純瑜 碩士 100
    流過一對並列雙橢圓柱渦旋逸出流場之數值研究 廖梅娟 碩士 100
    流過橢圓柱體流場渦旋逸出啟動之數值研究 楊斯容 碩士 99
    流過兩個具相對攻角橢圓流場之數值研究 張齡勻 碩士 98
    流過兩個不同直徑圓柱流場之數值研究 王立慶 碩士 98
    台中地區同安厝坑淹水潛勢之研究 孫詠明 碩士 97
    巢狀卡氏網格法於不可壓縮流之發展及應用 詹可薇 碩士 97
    卡氏網格法於含複雜邊界流場之計算研究 項建昌 碩士 96
    內嵌邊界法之數值計算研究 余建廷 碩士 95
    心肌組織生理現象之數值模擬 趙偉群 碩士 94
    流過交錯排列方柱流場之數值研究 王鴻勳 碩士 92
    流過一列方柱流場轉變過程之研究 陳薌云 碩士 91
    同心旋轉圓柱間流場之數值模擬 王則權 碩士 91

  • 博士生:
  • 國內研討會:
      1. 佘霽剛,王文彥,彭逸凡*2014,流過一對並列橢圓柱同相位/異相位渦漩逸出流況之遲滯迴圈過程研究,第二十一屆全國計算流體力學學術研討會,南投,論文編號01-02
      2. 潘宜婷,王文彥,彭逸凡*2014,一渠道內以低雷諾數流場流過突起物之數值研究,第二十一屆全國計算流體力學學術研討會,南投,論文編號01-03
      3. 謝志敏,黃榮鑑,陳明志,彭逸凡,以 SPH 法模擬自由液面流場,第十四屆全國計算流體力學會議研討會,南投,CFD-C311-13頁。
      4. 謝志敏,楊文昌,彭逸凡,黃榮鑑,斜坡上孤立波的傳播與破碎,第二十八屆海洋工程研討會,高雄,第193~198頁。
      5. 許泰文、彭逸凡、謝志敏、楊文昌、黃榮鑑,2002應用數值模擬波浪通過不透水雙列潛堤之渦流特性,第二十六屆全國力學會議,雲林,
      6. Y. F. Peng and I. C. Liu2002“On the vortex shedding flows behind two side-by-side square cylinders”,第二十六屆全國力學會議,雲林,
      7. Y. F. Peng and R. R. Hwang2001“On the vortex shedding flows behind a pair of square cylinders”,第二十五屆全國力學會議,台中,
      8. Y. F. Peng and R. R. Hwang2001“Transition in a lid-driven cavity flow”,第三屆海峽兩岸計算流體力學研討會,台南,
      9. 彭逸凡、黃榮鑑,2000二維穴流中層流至渾沌流動的轉換過程,第二十四屆全國力學會議,中壢,
      10. Y. F. Peng and R. R. Hwang1999“Transition from laminar to chaotic flow in lid-driven cavity”,第六屆全國計算流體力學研討會,台東,

  • 國外研討會:

    1. Y. F. Peng*, 2013, “On the sub-critical bifurcation of anti-phase and in-phase synchronized vortex shedding forms,” 2013 Spring World Congress on Engineering and Technology (SCET 2013), 60422, Wuhan, China. (EI)

    2. Y. F. Peng* and C. M. Hsieh, 2007, “Study on structured multi-block Cartesian grid method,” Proceedings of 17th International Offshore and Polar Engineering Conference, Lisbon, Portugal, pp. 2061-2068. (EI)

    3. C. M. Hsieh, R. R. Hwang, Y. F. Peng, W. C. Yang and M. J. Chern, 2007, “Numerical simulation of solitary wave running and breaking on a sloping bed,” Proceedings of 17th International Offshore and Polar Engineering      Conference, Lisbon, Portugal, pp. 2321-2326. (EI)

    4. W. C. Yang, R. R. Hwang, C. M. Hsieh and Y. F. Peng, 2005, “Interaction of Nonlinear Progressive waves with Two Serial Arranged Submerged Obstacles,” XXXI IAHR Congress, pp.3906~3914, September 11~16, 2005, Seoul,  Korea. (EI)

    5. Y. F. Pengand R. R. Hwang, 2000, “Transition in a lid-driven cavity flow,” ICTAM 2000, Chicago, Illinoin, U. S. A., August 27-September 2, 2000.

     


  • 國內論文發表:
    • 彭逸凡,1988,《多孔排放射流浮昇效應之研究》,臺大造船系碩士論文
    • 彭逸凡,1993,《非等向性雷諾應力紊流模式之發展及應用》,臺大造船及海洋工程系博士論文

  • 國外論文發表:
  • 期刊:
    • 1.    A. Sau, Y. F. Peng, and R. R. Hwang, 2016, “Spanwise bifurcations beneath the bluff-body instability modes,” Physics of Fluids, 28(6), 063601, pp.1-20.

       (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 0)              

      2.    Y. F. Peng* and A. Sau, 2015, “Transitional hysteresis loop and coexistence of synchronized shedding in coupled wakes,” Physics of Fluids, 27(7), 074104, pp.1-23.

       (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 2)               

      3.    Y. F. Peng*, 2013, “On the sub-critical bifurcation of anti-phase and in-phase synchronized vortex shedding forms,” Journal of Modern Physics, 4(5), pp.89-95. (EI)

      4.    I. C. Liu, H. H. Wang, and Y. F. Peng, 2013, “Flow and heat transfer for three-dimensional flow over an exponentially stretching surface,” Chemical Engineering Communications, 200(2), pp.253-268.

       (SCI, IF = 1.433, Engineering, Chemical: 67/135, Times cited = 33)  

      5.    Y. F. Peng, A. Sau, W. C. Yang, and C. M. Hsieh, 2012, “Criticality of flow transition behind two side-by-side elliptic cylinders,” Physics of Fluids, 24(3), 034102, pp.1-36.

       (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 4)              

      6.    Y. F. Peng*, R. Mittal, A. Sau, R. R. Hwang, 2010, “Nested Cartesian grid method in incompressible viscous fluid flow,” Journal of Computational Physics, 229(19), pp. 7072-7101.

       (SCI, IF = 2.556, Physics, Mathematical: 3/53, Times cited = 7)       

      7.    C. N. Liu, J. J. Dong, Y. F. Peng, and H. F. Huang, 2009, “Effects of strong ground motion on the susceptibility of gully type debris flows,” Engineering Geology, 104(3), pp. 241-253.

       (SCI, IF = 2.196, Engineering, Geological: 6/35, Times cited = 24)

      8.    Y. F. Peng*, 2008, “Study on a nested Cartesian grid method,” International Journal of Civil, Environmental, Structural, Construction and Architectural Engineering, 2(10), pp.241-248. (EI)

      9.    Y. H. Shiau and Y. F. Peng, 2006, “Nonlinear electro-optic characteristic in a photoexcited semiconductor,” Solid State Communications, 139(3), pp.114-119.

             (SCI, IF = 1.458, Physics, Condensed Matter: 43/67, Times cited = 1)

      10.  Y. H. Shiau and Y. F. Peng, 2005, “Long-lived transient behavior in an n(+)-n-n(+) semiconductor device with optical stochasticity,” Physical Review E, 71(6), No. 066216.

       (SCI, IF = 2.252, Physics, Mathematical: 6/53, Times cited = 2)

      11.  Y. F. Peng*, 2004, “On the bi-stabilities of vortex shedding flows behind a pair of square solids,” Journal of the Chinese Institute of Engineers, 27(3), pp.385-393.

       (SCI, IF = 0.246, Engineering, Multidisciplinary: 81/85, Times cited = 3)

      12.  Y. H. Shiau, Y. F. Peng, and C. K. Hu, 2003, “Multistability and chaos in a semiconductor microwave device with time-delay feedback,” Journal of the Physical Society of Japan (Letter section), 72(4), pp.801-804.

       (SCI, IF = 1.559, SC = Physics, Multidisciplinary = 31/79, Times cited = 3)

      13.  Y. F. Peng, Y. H. Shiau, and R. R. Hwang, 2003, “Transition in a 2-D lid-driven cavity flow,” Computers & Fluids, 32(3), pp.337-352.

             (SCI, IF = 1.891, Mechanics: 39/135, Times cited = 75)     

      14.  Y. F. Peng and Robert R. Hwang, 1999, “On the three-dimensional study of flows over a fence in a duct,” International Journal of Computational Fluid Dynamics, 12(2), pp.119-132.

       (SCI, IF = 0.772, Times cited = 0)

      15.  Y. H. Shiau, Y. F. Peng, Robert R. Hwang, and C. K. Hu, 1999, “Multistability and symmetry breaking in the two-dimensional flow around a square cylinder,” Physical Review E, 60(5), pp.6188-6191.

       (SCI, IF = 2.252, Times cited = 9)

      16.  Y. F. Peng and Robert R. Hwang, 1999, “A numerical study on turbulent vortex-shedding flows around a cubical form,” Journal of the Chinese Institute of Engineers, 22(5), pp.639-648.

       (SCI, IF = 0.246, Times cited = 1)

      17.  R. R. Hwang, Y. C. Chow, and Y. F. Peng, 1999, “Numerical study of turbulent flow over two-dimensional surface mounted ribs in a channel,” International Journal for Numerical Methods in Fluids, 31(4), pp.767-785.

       (SCI, IF = 1.447, Times cited = 16)

      18.  Y. F. Peng and R. R. Hwang, 1998, “Effect of the aspect ratio on the flow over a fence in a duct,” Transactions of the Aeronautical and Astronautical Society of the Republic of China, 30(4), pp.253-260. (EI)

      19.  R. R. Hwang and Y. F. Peng, 1995, “Computation of backward-facing step flows by a second-order Reynolds stress closure model,” International Journal for Numerical Methods in Fluids, 21(3), pp.223-235.

       (SCI, IF = 1.447, Times cited = 4)

      20.  R. R. Hwang and Y. F. Peng, 1994, “Development of a Reynolds stress model with a cross diffusion of k in the ϵ equation,” International Journal of Computational Fluid Dynamics, 2(2), pp.161-172.

       (SCI, IF = 0.772, Times cited = 0)

      21.  R. R. Hwang and Y. F. Peng, 1994, “Effects of near-wall approach methods on the predictions of complex flows with flow separation and secondary reversed flow,” Journal of the Chinese Institute of Engineers, 17(3), pp.421-428.

       (SCI, IF = 0.246, Times cited = 2)

      22.  R. R. Hwang, T. R. Wang and Y. F. Peng, 1990, “Development of an Anisotropic Turbulence Model for Prediction of Turbulence Flows,” Proc. of the National Science Council, R. O. C., Part A, 14(5), pp.380-388.

      23.  R. R. Hwang, Y. F. Peng, and W. C. Yang. 1990, “Multiple-Port Buoyant Jets in Density Stratified Cross Flow,” Journal of the Chinese Institute of Engineers, 13(5), pp.543-553.

    1.      A. Sau, Y. F. Peng, and R. R. Hwang, 2016, “Spanwise bifurcations beneath the bluff-body instability modes,” Physics of Fluids, 28(6), 063601, pp.1-20.

    (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 0)              

    2.      Y. F. Peng* and A. Sau, 2015, “Transitional hysteresis loop and coexistence of synchronized shedding in coupled wakes,” Physics of Fluids, 27(7), 074104, pp.1-23.

    (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 2)               

    3.      Y. F. Peng*, 2013, “On the sub-critical bifurcation of anti-phase and in-phase synchronized vortex shedding forms,” Journal of Modern Physics, 4(5), pp.89-95. (EI)

    4.      I. C. Liu, H. H. Wang, and Y. F. Peng, 2013, “Flow and heat transfer for three-dimensional flow over an exponentially stretching surface,” Chemical Engineering Communications, 200(2), pp.253-268.

    (SCI, IF = 1.433, Engineering, Chemical: 67/135, Times cited = 33)  

    5.      Y. F. Peng, A. Sau, W. C. Yang, and C. M. Hsieh, 2012, “Criticality of flow transition behind two side-by-side elliptic cylinders,” Physics of Fluids, 24(3), 034102, pp.1-36.

    (SCI, IF = 2.017, Mechanics: 35/135, Times cited = 4)              

    6.      Y. F. Peng*, R. Mittal, A. Sau, R. R. Hwang, 2010, “Nested Cartesian grid method in incompressible viscous fluid flow,” Journal of Computational Physics, 229(19), pp. 7072-7101.

    (SCI, IF = 2.556, Physics, Mathematical: 3/53, Times cited = 7)       

    7.      C. N. Liu, J. J. Dong, Y. F. Peng, and H. F. Huang, 2009, “Effects of strong ground motion on the susceptibility of gully type debris flows,” Engineering Geology, 104(3), pp. 241-253.

    (SCI, IF = 2.196, Engineering, Geological: 6/35, Times cited = 24)

    8.      Y. F. Peng*, 2008, “Study on a nested Cartesian grid method,” International Journal of Civil, Environmental, Structural, Construction and Architectural Engineering, 2(10), pp.241-248. (EI)

    9.      Y. H. Shiau and Y. F. Peng, 2006, “Nonlinear electro-optic characteristic in a photoexcited semiconductor,” Solid State Communications, 139(3), pp.114-119.

       (SCI, IF = 1.458, Physics, Condensed Matter: 43/67, Times cited = 1)

    10.  Y. H. Shiau and Y. F. Peng, 2005, “Long-lived transient behavior in an n(+)-n-n(+) semiconductor device with optical stochasticity,” Physical Review E, 71(6), No. 066216.

    (SCI, IF = 2.252, Physics, Mathematical: 6/53, Times cited = 2)

    11.  Y. F. Peng*, 2004, “On the bi-stabilities of vortex shedding flows behind a pair of square solids,” Journal of the Chinese Institute of Engineers, 27(3), pp.385-393.

    (SCI, IF = 0.246, Engineering, Multidisciplinary: 81/85, Times cited = 3)

    12.  Y. H. Shiau, Y. F. Peng, and C. K. Hu, 2003, “Multistability and chaos in a semiconductor microwave device with time-delay feedback,” Journal of the Physical Society of Japan (Letter section), 72(4), pp.801-804.

    (SCI, IF = 1.559, SC = Physics, Multidisciplinary = 31/79, Times cited = 3)

    13.  Y. F. Peng, Y. H. Shiau, and R. R. Hwang, 2003, “Transition in a 2-D lid-driven cavity flow,” Computers & Fluids, 32(3), pp.337-352.

       (SCI, IF = 1.891, Mechanics: 39/135, Times cited = 75)     

    14.  Y. F. Peng and Robert R. Hwang, 1999, “On the three-dimensional study of flows over a fence in a duct,” International Journal of Computational Fluid Dynamics, 12(2), pp.119-132.

    (SCI, IF = 0.772, Times cited = 0)

    15.  Y. H. Shiau, Y. F. Peng, Robert R. Hwang, and C. K. Hu, 1999, “Multistability and symmetry breaking in the two-dimensional flow around a square cylinder,” Physical Review E, 60(5), pp.6188-6191.

    (SCI, IF = 2.252, Times cited = 9)

    16.  Y. F. Peng and Robert R. Hwang, 1999, “A numerical study on turbulent vortex-shedding flows around a cubical form,” Journal of the Chinese Institute of Engineers, 22(5), pp.639-648.

    (SCI, IF = 0.246, Times cited = 1)

    17.  R. R. Hwang, Y. C. Chow, and Y. F. Peng, 1999, “Numerical study of turbulent flow over two-dimensional surface mounted ribs in a channel,” International Journal for Numerical Methods in Fluids, 31(4), pp.767-785.

    (SCI, IF = 1.447, Times cited = 16)

    18.  Y. F. Peng and R. R. Hwang, 1998, “Effect of the aspect ratio on the flow over a fence in a duct,” Transactions of the Aeronautical and Astronautical Society of the Republic of China, 30(4), pp.253-260. (EI)

    19.  R. R. Hwang and Y. F. Peng, 1995, “Computation of backward-facing step flows by a second-order Reynolds stress closure model,” International Journal for Numerical Methods in Fluids, 21(3), pp.223-235.

    (SCI, IF = 1.447, Times cited = 4)

    20.  R. R. Hwang and Y. F. Peng, 1994, “Development of a Reynolds stress model with a cross diffusion of k in the ϵ equation,” International Journal of Computational Fluid Dynamics, 2(2), pp.161-172.

    (SCI, IF = 0.772, Times cited = 0)

    21.  R. R. Hwang and Y. F. Peng, 1994, “Effects of near-wall approach methods on the predictions of complex flows with flow separation and secondary reversed flow,” Journal of the Chinese Institute of Engineers, 17(3), pp.421-428.

    (SCI, IF = 0.246, Times cited = 2)

    22.  R. R. Hwang, T. R. Wang and Y. F. Peng, 1990, “Development of an Anisotropic Turbulence Model for Prediction of Turbulence Flows,” Proc. of the National Science Council, R. O. C., Part A, 14(5), pp.380-388.

    23.  R. R. Hwang, Y. F. Peng, and W. C. Yang. 1990, “Multiple-Port Buoyant Jets in Density Stratified Cross Flow,” Journal of the Chinese Institute of Engineers, 13(5), pp.543-553.


  • 專利發表:
  • 技術轉移:
  • 科技部計畫(含大專生研究計畫):

    科技部(國科會)研究報告(*為計畫主持人)

    1. 彭逸凡*2015,流過隆丘流場之數值計算研究,科技部一般型研究計畫。

    2. 彭逸凡*2013,流過並排橢圓之流場轉變過程研究(II),國科會一般型研究計畫。

    3. 彭逸凡*2012,流過並排橢圓之流場轉變過程研究,國科會一般型研究計畫。

    4. 彭逸凡*2011,巢狀卡式網格法於含複雜邊界流場之應用,國科會一般型研究計畫。

    5. 彭逸凡*2010,巢狀卡式網格法於含自由液面及複雜邊界三維流場之發展及應用(II),國科會一般型研究計畫。

    6. 彭逸凡*2009,巢狀卡式網格法於含自由液面及複雜邊界三維流場之發展及應用,國科會一般型研究計畫。

    7. 彭逸凡*2008,地震下水庫水動力反應與潰壩之實驗及數值分析研究,國科會一般型研究計畫。

    8. 彭逸凡*2007,以卡氏網格模擬含複雜及移動邊界流場之數值研究,國科會一般型研究計畫。

    9. 彭逸凡*2006,移動邊界結構物與流體交互作用之數值研究,國科會補助科學與技術人員國外短期研究。

    10. 彭逸凡*2006,旋轉同心圓柱間流場轉變過程之研究(I),國科會一般型研究計畫。

    11. 彭逸凡*2005,流過交錯分佈方柱流場轉變過程之研究,國科會一般型研究計畫。


  • 其它委辦計畫:

     政府委託專業服務案報告(*為計畫主持人)

    1. 彭逸凡*,王貞儒,2011,「100年土石流自主防災社區推動與輔導」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國一百年十二月,報告編號SWCB-100-099

    2. 王貞儒,彭逸凡,2010,「99年土石流自主防災社區推動與輔導」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國九十九年十二月,報告編號SWCB-99-212

    3. 彭逸凡*,劉家男,2009,「98年土石流自主防災社區推動與輔導」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國九十八年十二月,報告編號SWCB-98-101

    4. 彭逸凡*,劉家男,2008,「97年土石流自主防災社區推動與輔導」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國九十七年十二月,報告編號SWCB-97-114

    5. 劉家男,彭逸凡,2007,「96年土石流自主防災社區推動與輔導」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國九十六年十二月,報告編號SWCB-96-123

    6. 劉家男,彭逸凡,2006,「土石流自主防災社區推動及考評機制研擬」,行政院農業委員會水土保持局委託專業服務成果報告,中華民國九十五年十二月,報告編號SWCB-95-077


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