• Journal of Korea Water Resources Association
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• v.35 no.1
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• pp.1-12
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• 2002

This study was intended to investigate the rainfall-runoff relationship with spatially distributed rainfall data, and then, to analyze and quantify the uncertainty induced by spatially averaging rainfall data. For constructing spatially distributed rainfall data, several historical rainfall events were extended spatially by simple kriging method based on the semivariogram as a function of the relative distance. Runoff was computed by two models; one was the modified Clark model with spatially distributed rainfall data and the other was the conventional Clark model with spatially averaged rainfall data. Rainfall errors and discharge errors occurred through this process were defined and analyzed with respect to various rain-gage network densities. The following conclusions were derived as the results of this work; 1) The conventional Clark parameters could be appropriate for translating spatially distributed rainfall data. 2) The parameters estimated by the modified Clark model are more stable than those of the conventional Clark model. 3) Rainfall and discharge errors are shown to be reduced exponentially as the density of rain-gage network is increased. 4) It was found that discharge errors were affected largely by rainfall errors as the rain-gage network density was small.

• Proceedings of the Korea Water Resources Association Conference
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• 2018.05a
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• pp.212-212
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• 2018

설계홍수량 산정요령(MLTMA, 2012)이 배포된 이후 실무에서는 홍수량을 산정할 때, Clark 단위도(Clark, 1945)를 적용하는 것으로 획일화되는 추세다. SCS 단위도(SCS, 1972)가 설계홍수량 산정요령에서 배제된 것은 Clark 단위도와 비교해서 도달시간 등 유역 매개변수를 같게 대입하더라도 홍수량이 과다 산정되는 경향 때문이다(e.g., Singh, 2000; Kilduff et al., 2010; Bhunya et al., 2011). 그럼에도 불구하고 SCS 단위도는 단변량 모형으로 적용 방법이 매우 간단하고, 실무에서 주로 사용되는 상용프로그램 대부분에 내재되어 있는 등 실무에서의 효용가치가 높은 편이다. SCS 단위도의 높은 첨두홍수량을 조정하고자 첨두시간 산정 공식을 수정한 SCS 방법이 제안되었으나(e.g., Ministry of Construction, 1992; Jung and Moon, 2001), 이는 첨두시간이 크게 산정되도록 하여 첨두홍수량을 낮추려는 시도로 도달시간, 기저시간 등 유역의 물리적인 특성을 왜곡한다. 반면에 SCS 단위도의 기울기(Peak Rate Factor; PRF)는 유역 경사에 따라 300에서 600 사이의 값을 갖게 되고 평균값으로 484가 제안되었으나(SCS, 1972), 이를 맹목적으로 사용하기에는 무리가 있다. 실험을 통해서 75-100, 284, 100-575 등 다양한 범위의 PRF 값이 제시되었고(e.g., Woodward et al., 1980; Wanielista et al., 1997), PRF에 직접 비례해서 첨두홍수량이 결정되는 SCS 단위도의 특성을 고려할 때, 유역의 조건에 맞는 적절한 PRF를 산정하는 것이 우선이다. 본 연구에서는 SCS 단위도의 첨두시간과 같은 종속변수 대신 PRF를 조정하는 방법에 주목해서 Clark 단위도로 산정된 홍수량과 서로 상호보완이 될 수 있도록 국내의 유역 환경에 적합한 SCS 단위도 적용 방안을 제시하고자 한다.

• Journal of Korea Water Resources Association
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• v.35 no.3
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• pp.307-319
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• 2002

This study used the WGR model to generate the rainfall input and the modified Clark method to estimate the runoff with the aim of investigating how the errors from the areal average rainfall propagates to runoff estimates. This was done for several cases of raingauge density and also by considering several storm directions. Summarizing the study results are as follows. (1) Rainfall and runoff errors decrease exponentially as the raingauge density increases. However, the error stagnates after a threshold density of raingauges. (2) Rainfall errors more affect to runoff estimates when the density of raingauges is relatively low. Generally, the ratio between estimation errors of rainfall and runoff volumes was found much less than one, which indicates that there is a smoothing effect of the basin. However, the ratio between estimation errors of rainfall to peak flow becomes greater than one to indicate the amplification of rainfall effect to peak flow. (3) For the study basin in this studs no significant effect of storm direction could be found. However, the runoff error becomes higher when the storm and drainage directions are identical. Also, the error was found higher for the peak flow than for the overall runoff hydrograph.

• Proceedings of the Korea Water Resources Association Conference
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• 2006.05a
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• pp.135-143
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• 2006

전체유역을 하나의 유역으로 처리하여 홍수량을 산정한 경우와 전체유역을 소유역으로 분할하여 홍수량을 산정한 경우의 홍수량 차이가 크게 발생하며 소유역 분할에 따른 홍수량 증가가 매우 크므로 이에 대한 개선방안이 절실히 필요하다. 이와 같이 소유역 분할에 따른 홍수량 증가가 발생하는 문제를 해결하기 위하여 홍수량 산정방법으로 가장 널리 사용되고 있는 Clark 단위도법의 두가지 매개변수 중에서 물리적인 개념이 강한 도달시간은 조정이 불가능하므로 저류상수 산정 방법을 개선하고자 한다. 저류상수 산정 공식중 Sabol 공식은 가장 합리적이며 최근 많이 채택되고 있으나 형상계수가 0.1 정도가 되면 도달시간$(T_c)$/저류상수(K)가 매우 작아지는 경향을 나타내며 이에 따라 홍수량도 매우 작게 산정되는 문제점을 야기시키므로 이를 수정하여 저류상수 산정 공식의 기본 공식으로 채택하고 보정계수를 사용하여 소유역으로 분할하여 하도추적과 합성을 통하여 홍수량을 산정할 경우 홍수량이 크게 증가하는 문제를 해결하도록 저류상수 산정 공식을 제시하였다.

• Pediatric Infection and Vaccine
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• v.21 no.1
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• pp.43-52
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• 2014

Purpose: This study aimed to evaluate the disease severity of children suffering from gastroenteritis using different scales. The results are compared and subsequently classified on the basis of the type of virus causing the disease in order to investigate the differences in clinical characteristics and disease severity according to pathogen. Method: This study was conducted prospectively with patients under 5 years of age diagnosed with acute gastroenteritis and hospitalized at 9 medical institutions in 8 regions across the Republic of Korea. Disease severity was evaluated using the Vesikari Scale, the Clark Scale, and the modified Flores Scale. Fecal samples collected from patients were used to detect rotavirus and enteric adenovirus by enzyme immunoassay, and for RT-PCR of norovirus, astrovirus, and sapovirus. Results: There were a total of 214 patients with a male : female ratio of 1.58 : 1, of which 35 were under the age of 6 months (16.4%), 105 were aged 6-23 months (49.1%), and 74 were aged 24-59 months (34.5%). The rate of concordance between the Vesikari and Clark Scales was 0.521 (P<0.001) and, in severe cases, the Vesikari Scale was 60.7% and Clark Scale was 2.3%, indicating that the Clark Scale was stricter in the evaluation of severe cases. Conclusions: In children with gastroenteritis, there were differences in disease severity based on the scale used. Therefore, to achieve consistent results among researchers, either only a single scale or a measure of all scales should be used to determine disease severity.