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      유역 집중시간 및 저류상수의 이론적 배경과 경험식 = Theoretical Backgrounds of Basin Concentration Time and Storage Coefficient and Their Empirical Formula

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      https://www.riss.kr/link?id=A102318958

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      다국어 초록 (Multilingual Abstract)

      This study proposes proper forms of empirical formulas for the concentration time and storage coefficient based on their theoretical backgrounds and evaluates several existing empirical formulas by comparing them with the formula proposed in this study. Additionally, empirical formulas for the concentration time and storage coefficient of the Chungju Dam basin were derived using the forms proposed by considering their theoretical backgrounds, and compared with exiting empirical formulas. The results derived are summarized as follows. (1) The concentration time of a basin is proportional to the square of the main channel length, but inversely proportional to the channel slope, as the flood flow is generally turbulent. (2) The storage coefficient is proportional to the concentration time. (3) The comparison results with existing empirical formulas for the concentration time indicates that the empirical formulas like the Kirpich, Kraven (I), Kraven (II), California DoT, Kerby, SCS, and Morgali & Linsley are in line with the form proposed in this study. Among existing empirical formulas for the storage coefficient, the Clak, Russell, Sabol and Jung are found to be well matched to this study. (4) The application results to Chungju Dam basin indicates that among empirical formulas for the concentration time, the Jung, Yoon, Kraven (I), and Kraven (II) show relatively similar results to the observed in this study, but the Rziha shows abnormal results. Among the empirical formulas for the storage coefficient, the Yoon and Hong, Jung, Lee, and Yoon show somewhat reasonable results, but the Sabol shows abnormal results. In conclusion, the empirical formulas for the concentration time and storage coefficient developed in Korea are found to reflect the basin characteristics of Korea better.
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      This study proposes proper forms of empirical formulas for the concentration time and storage coefficient based on their theoretical backgrounds and evaluates several existing empirical formulas by comparing them with the formula proposed in this stud...

      This study proposes proper forms of empirical formulas for the concentration time and storage coefficient based on their theoretical backgrounds and evaluates several existing empirical formulas by comparing them with the formula proposed in this study. Additionally, empirical formulas for the concentration time and storage coefficient of the Chungju Dam basin were derived using the forms proposed by considering their theoretical backgrounds, and compared with exiting empirical formulas. The results derived are summarized as follows. (1) The concentration time of a basin is proportional to the square of the main channel length, but inversely proportional to the channel slope, as the flood flow is generally turbulent. (2) The storage coefficient is proportional to the concentration time. (3) The comparison results with existing empirical formulas for the concentration time indicates that the empirical formulas like the Kirpich, Kraven (I), Kraven (II), California DoT, Kerby, SCS, and Morgali & Linsley are in line with the form proposed in this study. Among existing empirical formulas for the storage coefficient, the Clak, Russell, Sabol and Jung are found to be well matched to this study. (4) The application results to Chungju Dam basin indicates that among empirical formulas for the concentration time, the Jung, Yoon, Kraven (I), and Kraven (II) show relatively similar results to the observed in this study, but the Rziha shows abnormal results. Among the empirical formulas for the storage coefficient, the Yoon and Hong, Jung, Lee, and Yoon show somewhat reasonable results, but the Sabol shows abnormal results. In conclusion, the empirical formulas for the concentration time and storage coefficient developed in Korea are found to reflect the basin characteristics of Korea better.

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      참고문헌 (Reference)

      1 윤태훈, "한국 중소하천의 Clark 모형 도달시간 및 저류상수의 재정의" 대한토목학회 25 (25): 181-187, 2005

      2 이지호, "선행함수조건을 고려한 유역대표 집중시간 및 저류상수의 결정" 한국방재학회 11 (11): 255-264, 2011

      3 유동훈, "강우강도를 고려한 도달시간 산정식" 한국수자원학회 44 (44): 591-599, 2011

      4 Yoo, D. H., "Time of concentration on impervious overland" KWRA 33 (33): 195-205, 2000

      5 Kirpich, P. Z., "Time of concentration of small agricultural watersheds" 10 (10): 362-, 1940

      6 Kerby, W. S., "Time of concentration for overland flow" 29 (29): 60-, 1959

      7 Nash, J. E, "The form of the instantaneous unit hydrograph" 45 (45): 114-121, 1958

      8 Hack, J. T., "Studied of lingitudinal profiles in virginia and maryland" USGS 1957

      9 Clark, C. O, "Storage and the uni hydrograph" (110) : 1419-1446, 1945

      10 Rigon, R., "On Hack's law" 32 (32): 3367-3374, 1996

      1 윤태훈, "한국 중소하천의 Clark 모형 도달시간 및 저류상수의 재정의" 대한토목학회 25 (25): 181-187, 2005

      2 이지호, "선행함수조건을 고려한 유역대표 집중시간 및 저류상수의 결정" 한국방재학회 11 (11): 255-264, 2011

      3 유동훈, "강우강도를 고려한 도달시간 산정식" 한국수자원학회 44 (44): 591-599, 2011

      4 Yoo, D. H., "Time of concentration on impervious overland" KWRA 33 (33): 195-205, 2000

      5 Kirpich, P. Z., "Time of concentration of small agricultural watersheds" 10 (10): 362-, 1940

      6 Kerby, W. S., "Time of concentration for overland flow" 29 (29): 60-, 1959

      7 Nash, J. E, "The form of the instantaneous unit hydrograph" 45 (45): 114-121, 1958

      8 Hack, J. T., "Studied of lingitudinal profiles in virginia and maryland" USGS 1957

      9 Clark, C. O, "Storage and the uni hydrograph" (110) : 1419-1446, 1945

      10 Rigon, R., "On Hack's law" 32 (32): 3367-3374, 1996

      11 유철상, "Nash 모형의 구조를 이용한 관측유역의 저류상수 및 집중시간 결정" 한국수자원학회 43 (43): 559-569, 2010

      12 유철상, "Nash 모형을 이용한 유역 저류상수 및 집중시간의 이론적 검토" 한국수자원학회 42 (42): 235-246, 2009

      13 Yoon, T. H., "Improvement of the storage coefficient estimating method for the clark model" KWRA 1334-1339, 2002

      14 Yoon, S. Y., "Improvement of the parameter estimating method for the Clark model" KSCE 15 (15): 1287-1300, 1995

      15 Yoon, Y. N., "Hydrology" Cheongmoongak Press 2007

      16 Laurenson, E. M., "Hydrograph synthesis by runoff routing" Univ. of New South Wales 1962

      17 Dooge, J. C. I., "Hydrodynamic derivation of storage parameters of muskingum model" 54 (54): 371-387, 1982

      18 Wong, T. S. W, "Generalized formula for time of travel in rectangular channel" 7 (7): 445-448, 2002

      19 Yoo, D. H., "Exponential friction factor equations of open channel flow" KSCE 20 (20): 1-10, 2000

      20 Kim, H. Y., "Examination of runoff characteristics between sub-basin and entire basin’s: focusing on the storage coefficient and concentration time" University of Korea 2011

      21 Russel, S. O., "Estimating design flows for urban drainage" 105 (105): 43-52, 1979

      22 Johnstone, D., "Elements of Applied Hydrology" Ronald Press 1949

      23 Linsley, R. K, "Discussion of storage and the unit hydrograph by C.O. Clark" 110 : 1452-1145, 1945

      24 Jung, S. W., "Development of empirical formulas for the parameter estimation of Clark’s watershed flood routing model" University of Korea 2005

      25 Jeong, J. H., "Development of an estimation mathod for storage coefficient" KWRA 135-143, 2006

      26 Jeong, J. H., "Design Practices in Water Resources" Kumi Press 2007

      27 Singh, V. P, "Derivation of time of concentration" 30 : 147-165, 1976

      28 Morgali, J. R., "Computer analysis of overland flow" 91 (91): 81-100, 1965

      29 Sabol, G. V, "Clark unit hydrograph and R-parameter estimation" 114 (114): 103-111, 1988

      30 Lee, J. S., "A comparative study of conceptual models for rainfall-runoff relationship in small to medium sized watershed-Application to Wi stream basin-" KWRA 30 (30): 279-291, 1997

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      학술지 이력
      연월일 이력구분 이력상세 등재구분
      2027 평가예정 재인증평가 신청대상 (재인증)
      2021-01-01 평가 등재학술지 유지 (재인증) KCI등재
      2018-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2015-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2011-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2009-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2007-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2005-01-01 평가 등재학술지 유지 (등재유지) KCI등재
      2002-07-01 평가 등재학술지 선정 (등재후보2차) KCI등재
      2000-01-01 평가 등재후보학술지 선정 (신규평가) KCI등재후보
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      학술지 인용정보

      학술지 인용정보
      기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
      2016 0.5 0.5 0.57
      KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
      0.55 0.54 0.781 0.22
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