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논문 기본 정보

자료유형
학위논문
저자정보

Trinh, Ha Linh (세종대학교, Sejong University)

지도교수
Deg-Hyo Bae
발행연도
2016
저작권
세종대학교 논문은 저작권에 의해 보호받습니다.

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초록· 키워드

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The uncertainty in hydrological model can be caused by various sources, such as the model input data, non-optimal model parameters and model structures. For regional studies, the model parameters and uncertainty of input data are acknowledged as the two important sources of uncertainty. Particularly the Imjin river basin has the unique geographical characteristics with river cross operation between North and South of Korea. The insufficient metro-hydrological information in the northern region may lead to significant errors on the flow simulations.
In the calibration and verification processes applied on the SURR (Sejong University Rainfall - Runoff) for rainfall - runoff simulations, it was found that the SURR simulated flows in the northern region of Imjin basin (Gunnam station) had the least accuracy as compared to the other two stations located in the southern area (Jeonkok and Jeogseong station) for all events (2007, 2008, 2009, 2010). This was due to the less precise calibrated parameters and the insufficient information of weather data in this station. Therefore the objective of the dissertation is to quantify the uncertainty of flow simulation based on GLUE (Generalized Likelihood Uncertainty Estimation) method model for the model parameter and precipitation input data in Imjin basin. To examine the uncertainty on streamflow simulation, two indexes are used: (i) p-factor, the ratio of the number of observations fall inside the uncertainty interval, and (ii) r-factor, the width of uncertainty interval.
The results showed that the uncertainties of the simulated flow in the northern station are always high for both parameter and input uncertainty estimations. This was caused by the variations of two parameters, ALPHABF and SURLAG in the Gunnam station were significant larger than those of the southern stations. Meanwhile, the interpolated rainfalls in this area were also less accuracy due to the extremely far distance to the observed rain gauges in southern area. This reason explains why the input uncertainty in the northern area of Imjin basin always higher than the southern area. In addition, the dissertation also stated that the parameter uncertainty in streamflow was also influenced by the different periods of the hydrograph. The peak flows had higher uncertainty than the flows at the beginning or the end of each event.

목차

CHAPTER 1: INTRODUCTION 1
1.1. PROBLEM STATEMENT 1
1.2. LITERATURE REVIEW 2
1.2.1. Hydrological model on rainfall-runoff analysis 3
1.2.2. Uncertainty estimation 4
1.3. RESEARCH OBJECTIVE 6
1.4. ORGANIZATION OF THE DISSERTATION 7
CHAPTER 2: METHODOLOGY 9
2.1. RAINFALL-RUNOFF ANALYSIS USING SURR MODEL 9
2.1.1. Overall structure of SURR model. 9
2.1.2. Theoretical concept of SURR model 12
2.1.3. Meteorology input estimation in SURR model 19
2.2. PARAMETER UNCERTAINTY ASSESSMENT 21
2.2.1. Overview of the methodology in parameter uncertainty estimation 21
2.2.2. Concept of Generalized Likelihood Uncertainty Estimation 22
2.2.3. GLUE application on parameter uncertainty estimation 23
2.3. INPUT UNCERTAINTY ASSESSMENT 26
2.3.1. Overview of methodology in input uncertainty estimation 26
2.3.2. Overview of rainfall interpolation methods 28
2.3.3. Methodology to generate the ensemble mean areal precipitation 33
2.3.4. GLUE application on input uncertainty estimation 36
CHAPTER 3: CALIBRATION AND VERIFICATION ON SURR MODEL 41
3.1. OVERVIEW OF STUDY AREA 41
3.1.1. Imjin River basin 41
3.1.2. Hydro - Meteorological data 42
3.1.3. Channel network 44
3.1.4. Soil data 46
3.2. RAINFALL RUNOFF SIMULATION ON SURR MODEL 48
3.2.1. Criteria to evaluate the precise of simulated flow 48
3.2.2. Parameter estimation 49
3.2.3. Calibration results 55
3.2.4. Verification results 58
CHAPTER 4: UNCERTAINTY ASSESSEMNT BASED ON GLUE METHOD 62
4.1. PARAMETER UNCERTAINTY ASSESSMENT 62
4.1.1. Monte Carlo simulation to generate ensemble parameter sets 62
4.1.2. Efficiency indexes for uncertainty assessment 65
4.1.3. Assessment of parameter uncertainty in GLUE method 66
4.2. INPUT UNCERTAINTY ASSESSMENT 72
4.2.1. Generating ensemble rainfall time series 72
4.2.2. Assessment of rainfall input uncertainty in GLUE method 79
CHAPTER 5: CONCLUSIONS AND DISCUSSIONS 85
5.1. CONCLUSIONS 85
5.2. DISCUSSIONS 87
REFERENCE 89
국문초록 96

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