{"id":{"repo_id":"purdue-thes","oai_identifier":"oai:docs.lib.purdue.edu:open_access_dissertations-1742"},"canonical_url":"https://search.dev.ndltd.org/etd/purdue-thes/oai:docs.lib.purdue.edu:open_access_dissertations-1742","repository":{"repo_id":"purdue-thes","name":"Purdue University","base_url":"https://docs.lib.purdue.edu/do/oai/"},"display":{"title":"Development and evaluation of a watershed-scale hybrid hydrologic model","abstract":"<p>A watershed-scale hybrid hydrologic model (Distributed-Clark), which is a lumped conceptual and distributed feature model, was developed to predict spatially distributed short- and long-term rainfall runoff generation and routing using relatively simple methodologies and state-of-the-art spatial data in a GIS environment. In Distributed-Clark, spatially distributed excess rainfall estimated with the SCS curve number method and a GIS-based set of separated unit hydrographs (spatially distributed unit hydrograph) are utilized to calculate a direct runoff flow hydrograph, and time-varied SCS CN values and conditional unit hydrograph approach for different runoff depth-based flow convolution are also used to compute long-term rainfall-runoff flow hydrographs. Spatial data processing and model execution can be performed by Python script tools that were developed in a GIS platform.</p> <p>Model case studies of short- and long-term hydrologic application for four river watersheds to evaluate performance using spatially distributed (Thiessen polygon and NEXRAD radar-based) precipitation data demonstrate relatively good fit against observed streamflow as well as improved fit in comparison with the outputs of spatially averaged rainfall data simulations as follows: (1) application with 24 single storm events using Thiessen polygon distributed rainfall provided overall statistical results in <em>ENS</em> of 0.84 and <em>R2</em> of 0.86 (improved <em>ENS</em> by 1.8% and <em>R2</em> by 2.1% relative to averaged data inputs) for direct runoff, (2) simulation of direct runoff flow for the same storm events using NEXRAD data provided <em>ENS</em> of 0.85 and <em>R2</em> of 0.89 (increase of <em>ENS</em> by 3.0% and <em>R 2</em> by 6.0%), and (3) 6-year long-term daily NEXRAD data provided total simulated streamflow statistics of <em>ENS</em> 0.71 and <em>R2</em> 0.72 (increased <em>ENS</em> of 42.0% and <em>R2</em> of 33.3%). These results also indicate that NEXRAD radar-based data are more appropriate for rainfall-runoff flow predictions than rain gauge observations by capturing spatially distributed rainfall amounts and having fewer missing or erroneous records.</p> <p>The Distributed-Clark model presented in this research is, therefore, potentially significant to improved implementation of hydrologic simulation, particularly for spatially distributed rainfall-runoff routing using gridded types of quantitative precipitation estimation (QPE) data in a GIS environment, as a relatively simple (few parameter) hydrologic model.</p>","abstract_html":"&lt;p&gt;A watershed-scale hybrid hydrologic model (Distributed-Clark), which is a lumped conceptual and distributed feature model, was developed to predict spatially distributed short- and long-term rainfall runoff generation and routing using relatively simple methodologies and state-of-the-art spatial data in a GIS environment. In Distributed-Clark, spatially distributed excess rainfall estimated with the SCS curve number method and a GIS-based set of separated unit hydrographs (spatially distributed unit hydrograph) are utilized to calculate a direct runoff flow hydrograph, and time-varied SCS CN values and conditional unit hydrograph approach for different runoff depth-based flow convolution are also used to compute long-term rainfall-runoff flow hydrographs. Spatial data processing and model execution can be performed by Python script tools that were developed in a GIS platform.&lt;/p&gt; &lt;p&gt;Model case studies of short- and long-term hydrologic application for four river watersheds to evaluate performance using spatially distributed (Thiessen polygon and NEXRAD radar-based) precipitation data demonstrate relatively good fit against observed streamflow as well as improved fit in comparison with the outputs of spatially averaged rainfall data simulations as follows: (1) application with 24 single storm events using Thiessen polygon distributed rainfall provided overall statistical results in &lt;em&gt;ENS&lt;/em&gt; of 0.84 and &lt;em&gt;R2&lt;/em&gt; of 0.86 (improved &lt;em&gt;ENS&lt;/em&gt; by 1.8% and &lt;em&gt;R2&lt;/em&gt; by 2.1% relative to averaged data inputs) for direct runoff, (2) simulation of direct runoff flow for the same storm events using NEXRAD data provided &lt;em&gt;ENS&lt;/em&gt; of 0.85 and &lt;em&gt;R2&lt;/em&gt; of 0.89 (increase of &lt;em&gt;ENS&lt;/em&gt; by 3.0% and &lt;em&gt;R 2&lt;/em&gt; by 6.0%), and (3) 6-year long-term daily NEXRAD data provided total simulated streamflow statistics of &lt;em&gt;ENS&lt;/em&gt; 0.71 and &lt;em&gt;R2&lt;/em&gt; 0.72 (increased &lt;em&gt;ENS&lt;/em&gt; of 42.0% and &lt;em&gt;R2&lt;/em&gt; of 33.3%). These results also indicate that NEXRAD radar-based data are more appropriate for rainfall-runoff flow predictions than rain gauge observations by capturing spatially distributed rainfall amounts and having fewer missing or erroneous records.&lt;/p&gt; &lt;p&gt;The Distributed-Clark model presented in this research is, therefore, potentially significant to improved implementation of hydrologic simulation, particularly for spatially distributed rainfall-runoff routing using gridded types of quantitative precipitation estimation (QPE) data in a GIS environment, as a relatively simple (few parameter) hydrologic model.&lt;/p&gt;","abstract_has_math":false,"creators":["Cho, Younghyun"],"institution":null,"degree_name":"Doctor of Philosophy (PhD)","degree_level":"Dissertation","degree_discipline":"Agricultural and Biological Engineering","degree_department":null,"school":null,"contributors":["Bernard A. Engel","Dennis C. Flanagan","Margaret Gitau","Rao S. Govindaraju","Venkatesh M. Merwade"],"advisors":[],"committee_chairs":[],"committee_members":[],"year":2016,"date_issued":"2016-04-01T07:00:00Z","date_published":"2016-04-01T07:00:00Z","updated_at":"2026-07-24T03:53:47Z","subjects":["Applied sciences","Earth sciences","Geographic information system","Hybrid hydrologic model","Next-Generation Weather Radar","Soil Conservation Service curve number","Spatially distributed rainfall-runoff flow simulation","Unit hydrograph","Bioresource and Agricultural Engineering","Civil Engineering","Hydrology"],"languages":[],"rights":[],"rights_urls":[],"identifier_entries":[]},"links":{"outbound_url":"https://docs.lib.purdue.edu/open_access_dissertations/635","outbound_label":"Repository record","outbound_source":"dc:identifier"},"metadata_groups":[{"id":"people","label":"People","entries":[{"key":"dc:contributor","label":"Contributor","values":["Bernard A. Engel","Dennis C. Flanagan","Margaret Gitau","Rao S. Govindaraju","Venkatesh M. Merwade"]},{"key":"dc:creator","label":"Author","values":["Cho, Younghyun"]}]},{"id":"academic_context","label":"Academic Context","entries":[{"key":"thesis:degree_discipline","label":"Discipline","values":["Agricultural and Biological Engineering"]},{"key":"thesis:degree_level","label":"Degree Level","values":["Dissertation"]},{"key":"thesis:degree_name","label":"Degree Name","values":["Doctor of Philosophy (PhD)"]}]},{"id":"subjects_keywords","label":"Subjects and Keywords","entries":[{"key":"dc:subject","label":"Dc Subject","values":["Applied sciences","Earth sciences","Geographic information system","Hybrid hydrologic model","Next-Generation Weather Radar","Soil Conservation Service curve number","Spatially distributed rainfall-runoff flow simulation","Unit hydrograph","Bioresource and Agricultural Engineering","Civil Engineering","Hydrology"]}]},{"id":"identifiers","label":"Identifiers","entries":[{"key":"dc:identifier","label":"Identifier","values":["https://docs.lib.purdue.edu/open_access_dissertations/635"]}]},{"id":"additional","label":"Additional Metadata","entries":[{"key":"dc:description.abstract","label":"Abstract","values":["<p>A watershed-scale hybrid hydrologic model (Distributed-Clark), which is a lumped conceptual and distributed feature model, was developed to predict spatially distributed short- and long-term rainfall runoff generation and routing using relatively simple methodologies and state-of-the-art spatial data in a GIS environment. In Distributed-Clark, spatially distributed excess rainfall estimated with the SCS curve number method and a GIS-based set of separated unit hydrographs (spatially distributed unit hydrograph) are utilized to calculate a direct runoff flow hydrograph, and time-varied SCS CN values and conditional unit hydrograph approach for different runoff depth-based flow convolution are also used to compute long-term rainfall-runoff flow hydrographs. Spatial data processing and model execution can be performed by Python script tools that were developed in a GIS platform.</p> <p>Model case studies of short- and long-term hydrologic application for four river watersheds to evaluate performance using spatially distributed (Thiessen polygon and NEXRAD radar-based) precipitation data demonstrate relatively good fit against observed streamflow as well as improved fit in comparison with the outputs of spatially averaged rainfall data simulations as follows: (1) application with 24 single storm events using Thiessen polygon distributed rainfall provided overall statistical results in <em>ENS</em> of 0.84 and <em>R2</em> of 0.86 (improved <em>ENS</em> by 1.8% and <em>R2</em> by 2.1% relative to averaged data inputs) for direct runoff, (2) simulation of direct runoff flow for the same storm events using NEXRAD data provided <em>ENS</em> of 0.85 and <em>R2</em> of 0.89 (increase of <em>ENS</em> by 3.0% and <em>R 2</em> by 6.0%), and (3) 6-year long-term daily NEXRAD data provided total simulated streamflow statistics of <em>ENS</em> 0.71 and <em>R2</em> 0.72 (increased <em>ENS</em> of 42.0% and <em>R2</em> of 33.3%). These results also indicate that NEXRAD radar-based data are more appropriate for rainfall-runoff flow predictions than rain gauge observations by capturing spatially distributed rainfall amounts and having fewer missing or erroneous records.</p> <p>The Distributed-Clark model presented in this research is, therefore, potentially significant to improved implementation of hydrologic simulation, particularly for spatially distributed rainfall-runoff routing using gridded types of quantitative precipitation estimation (QPE) data in a GIS environment, as a relatively simple (few parameter) hydrologic model.</p>"]},{"key":"dc:title","label":"Title","values":["Development and evaluation of a watershed-scale hybrid hydrologic model"]}]}],"canonical_facts":{"dc:contributor":["Bernard A. Engel","Dennis C. Flanagan","Margaret Gitau","Rao S. Govindaraju","Venkatesh M. Merwade"],"dc:creator":["Cho, Younghyun"],"dc:description.abstract":["<p>A watershed-scale hybrid hydrologic model (Distributed-Clark), which is a lumped conceptual and distributed feature model, was developed to predict spatially distributed short- and long-term rainfall runoff generation and routing using relatively simple methodologies and state-of-the-art spatial data in a GIS environment. In Distributed-Clark, spatially distributed excess rainfall estimated with the SCS curve number method and a GIS-based set of separated unit hydrographs (spatially distributed unit hydrograph) are utilized to calculate a direct runoff flow hydrograph, and time-varied SCS CN values and conditional unit hydrograph approach for different runoff depth-based flow convolution are also used to compute long-term rainfall-runoff flow hydrographs. Spatial data processing and model execution can be performed by Python script tools that were developed in a GIS platform.</p> <p>Model case studies of short- and long-term hydrologic application for four river watersheds to evaluate performance using spatially distributed (Thiessen polygon and NEXRAD radar-based) precipitation data demonstrate relatively good fit against observed streamflow as well as improved fit in comparison with the outputs of spatially averaged rainfall data simulations as follows: (1) application with 24 single storm events using Thiessen polygon distributed rainfall provided overall statistical results in <em>ENS</em> of 0.84 and <em>R2</em> of 0.86 (improved <em>ENS</em> by 1.8% and <em>R2</em> by 2.1% relative to averaged data inputs) for direct runoff, (2) simulation of direct runoff flow for the same storm events using NEXRAD data provided <em>ENS</em> of 0.85 and <em>R2</em> of 0.89 (increase of <em>ENS</em> by 3.0% and <em>R 2</em> by 6.0%), and (3) 6-year long-term daily NEXRAD data provided total simulated streamflow statistics of <em>ENS</em> 0.71 and <em>R2</em> 0.72 (increased <em>ENS</em> of 42.0% and <em>R2</em> of 33.3%). These results also indicate that NEXRAD radar-based data are more appropriate for rainfall-runoff flow predictions than rain gauge observations by capturing spatially distributed rainfall amounts and having fewer missing or erroneous records.</p> <p>The Distributed-Clark model presented in this research is, therefore, potentially significant to improved implementation of hydrologic simulation, particularly for spatially distributed rainfall-runoff routing using gridded types of quantitative precipitation estimation (QPE) data in a GIS environment, as a relatively simple (few parameter) hydrologic model.</p>"],"dc:identifier":["https://docs.lib.purdue.edu/open_access_dissertations/635"],"dc:subject":["Applied sciences","Earth sciences","Geographic information system","Hybrid hydrologic model","Next-Generation Weather Radar","Soil Conservation Service curve number","Spatially distributed rainfall-runoff flow simulation","Unit hydrograph","Bioresource and Agricultural Engineering","Civil Engineering","Hydrology"],"dc:title":["Development and evaluation of a watershed-scale hybrid hydrologic model"],"thesis:degree_discipline":["Agricultural and Biological Engineering"],"thesis:degree_level":["Dissertation"],"thesis:degree_name":["Doctor of Philosophy (PhD)"]},"updated_at":"2026-07-24T03:53:47Z"}