4.4 Article

Sensitivity of Streamflow Simulations to Temporal Variability and Estimation of Z-R Relationships

Journal

JOURNAL OF HYDROLOGIC ENGINEERING
Volume 13, Issue 12, Pages 1177-1186

Publisher

ASCE-AMER SOC CIVIL ENGINEERS
DOI: 10.1061/(ASCE)1084-0699(2008)13:12(1177)

Keywords

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Funding

  1. Research Competitiveness Sub-program of the Louisiana Board of Regents
  2. LaSPACE Research Enhancement Awards [NNG05GH22H]

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This study focuses on the sensitivity of streamflow simulations to temporal variations in radar reflectivity-rainfall (i.e., Z-R) relationships. The physically based continuous-mode distributed hydrologic model-gridded surface subsurface hydrologic analysis-is used to predict runoff during three major rainfall-runoff periods observed in a 35 km(2) experimental watershed in southern Louisiana. Z-R relationships are derived at a series of temporal scales ranging from a climatological scale, where interstorm Z-R variations are ignored, down to a subevent scale, where variations in rainfall type (convective versus stratiform) are taken into account. The analysis is first performed using Z and R data pairs derived directly from disdrometer drop size distribution measurements, and then repeated using WSR-88D radar reflectivity data. The degree of sensitivity in runoff simulations to temporal variations in Z-R relationships depends largely on the method used to derive the parameters of these relationships. Using event-specific Z-R relationships results in accurate hydrographs when the parameters are derived based on bias removal and minimization of random errors of rainfall estimates. Methods based on least-squares fitting require refining the derivation of Z-R parameters down to a subevent scale, which is not practically feasible. A simple and practical method based on selection of a climatologically representative exponent of the Z-R relationships and adjusting the multiplier coefficient through bias removal still results in reasonably accurate runoff simulations, but only when event-specific Z-R relationships are used.

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