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    Numerical investigation on the recirculation in annular jet pumps

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    https://www.riss.kr/link?id=A103791872

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    The flow within the annular jet pump (AJP), in some degree, resembles the annular wall jet developing in a pipe with great axial pressure gradient. In some working conditions, there exists the backflow near the centerline. However this differs from the case in a center jet pump (CJP) that the recirculation emerges near the inner wall of the throat. The recirculation in AJP affects a lot to its performance, especially when AJP is utilized to convey something alive, such as fish. This paper aims to numerically study the impact of two parameters, the flow ratio M and the area ratio A, on the location, size and formation of the recirculation in AJP. After being validated by the experimental results, the RNG k-ε turbulent model was adopted. It is found that: (1) As M increases, the width and height of the recirculation in AJP decreases, and the separation point of the recirculation shifts gradually far away from the nozzle exit while the reattachment point slightly moves; (2) As A becomes larger, the width and height of the recirculation enlarged, with M keeping constant; (3) For AJP with constant A, the recirculation emerges when M declines to a critical value, and the value varies linearly with A; (4) The Craya-Curtet number Ct and the momentum ratio J, which take A and M into whole consideration, are also feasible in describing the disappearance of the recirculation. However the critical value of Ct and J are different from that discovered in CJP. The critical Ct increases with decreasing A and the critical momentum ratio Jc experiences a linear relationship with A.
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    The flow within the annular jet pump (AJP), in some degree, resembles the annular wall jet developing in a pipe with great axial pressure gradient. In some working conditions, there exists the backflow near the centerline. However this differs from th...

    The flow within the annular jet pump (AJP), in some degree, resembles the annular wall jet developing in a pipe with great axial pressure gradient. In some working conditions, there exists the backflow near the centerline. However this differs from the case in a center jet pump (CJP) that the recirculation emerges near the inner wall of the throat. The recirculation in AJP affects a lot to its performance, especially when AJP is utilized to convey something alive, such as fish. This paper aims to numerically study the impact of two parameters, the flow ratio M and the area ratio A, on the location, size and formation of the recirculation in AJP. After being validated by the experimental results, the RNG k-ε turbulent model was adopted. It is found that: (1) As M increases, the width and height of the recirculation in AJP decreases, and the separation point of the recirculation shifts gradually far away from the nozzle exit while the reattachment point slightly moves; (2) As A becomes larger, the width and height of the recirculation enlarged, with M keeping constant; (3) For AJP with constant A, the recirculation emerges when M declines to a critical value, and the value varies linearly with A; (4) The Craya-Curtet number Ct and the momentum ratio J, which take A and M into whole consideration, are also feasible in describing the disappearance of the recirculation. However the critical value of Ct and J are different from that discovered in CJP. The critical Ct increases with decreasing A and the critical momentum ratio Jc experiences a linear relationship with A.

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    참고문헌 (Reference)

    1 P. G. Hill, "Turbulent jets in ducted streams" 22 (22): 161-186, 1965

    2 N. Rajaratna, "Turbulent jets" Elsevier Scientific Publishing Company 1976

    3 X. P. Long, "Study on relation between performance of jet pump and its flow field" 11 (11): 1996

    4 Y. Shimizu, "Studies of the configuration and performance of annular type jet pumps" 109 : 205-212, 1987

    5 M. Barchilon, "Some details of the structure of an axisymmetric confined jet with backflow" 86 : 777-787, 1964

    6 D. F. Elger, "Recirculation in an annular-type jet pump" 166 : 735-740, 1994

    7 A. Craya, "On the spreading of a confined jet" 241 : 621-622, 1955

    8 X. P. Long, "Numerical simulation for influence of throat length on annular jet pump performance" 28 (28): 2010

    9 A. J. Yule, "Investigations of ducted jets" 4 : 469-690, 1991

    10 H. J. Sheen, "Flow patterns for an annular flow over an axisymmetric sudden expansion" 350 : 177-188, 1997

    1 P. G. Hill, "Turbulent jets in ducted streams" 22 (22): 161-186, 1965

    2 N. Rajaratna, "Turbulent jets" Elsevier Scientific Publishing Company 1976

    3 X. P. Long, "Study on relation between performance of jet pump and its flow field" 11 (11): 1996

    4 Y. Shimizu, "Studies of the configuration and performance of annular type jet pumps" 109 : 205-212, 1987

    5 M. Barchilon, "Some details of the structure of an axisymmetric confined jet with backflow" 86 : 777-787, 1964

    6 D. F. Elger, "Recirculation in an annular-type jet pump" 166 : 735-740, 1994

    7 A. Craya, "On the spreading of a confined jet" 241 : 621-622, 1955

    8 X. P. Long, "Numerical simulation for influence of throat length on annular jet pump performance" 28 (28): 2010

    9 A. J. Yule, "Investigations of ducted jets" 4 : 469-690, 1991

    10 H. J. Sheen, "Flow patterns for an annular flow over an axisymmetric sudden expansion" 350 : 177-188, 1997

    11 B. Patte-Rouland, "Flow analysis of an annular jet by particle image velocimetry and proper orthogonal decomposition" 12 : 1404-1412, 2001

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