Difference between revisions of "Radiation-derived Temperature Index"
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− | The Radiation-derived Temperature-Index (RTI) snow model is based on the SNOW-17 snow model (TI method in GSSHA), but replaces Air Temperature (T<sub>a</sub>, °C) with a radiation-derived proxy temperature (T<sub>rad</sub>, °C) in the melt equations. T<sub>rad</sub> is calculated using a simple energy balance at the surface of the snowpack, allowing for contributions from shortwave radiation, | + | The Radiation-derived Temperature-Index (RTI) snow model is based on the SNOW-17 snow model (TI method in GSSHA), but replaces Air Temperature (T<sub>a</sub>, °C) with a radiation-derived proxy temperature (T<sub>rad</sub>, °C) in the melt equations (see below). T<sub>rad</sub> is calculated using a simple energy balance at the surface of the snowpack, allowing for contributions from shortwave and long wave radiation, which includes the impacts of topography, cloud cover, vegetation, and atmosphere. All of the calculations are internal within GSSHA, limiting the need for additional inputs. Because T<sub>rad</sub> includes contributions from the snowpack, the need to calibrate tow melt factors (M<sub>f,min</sub> and M<sub>f,max</sub>) can be replaced with a constant melt factor (M<sub>f</sub>). |
The RTI snow model is based on Follum et al. (2015). | The RTI snow model is based on Follum et al. (2015). | ||
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The RTI model has been tested at several locations, with the RTI model showing to more accurately capture spatial heterogeneity within the snowpack. | The RTI model has been tested at several locations, with the RTI model showing to more accurately capture spatial heterogeneity within the snowpack. | ||
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Revision as of 19:23, 3 April 2017
The Radiation-derived Temperature-Index (RTI) snow model is based on the SNOW-17 snow model (TI method in GSSHA), but replaces Air Temperature (Ta, °C) with a radiation-derived proxy temperature (Trad, °C) in the melt equations (see below). Trad is calculated using a simple energy balance at the surface of the snowpack, allowing for contributions from shortwave and long wave radiation, which includes the impacts of topography, cloud cover, vegetation, and atmosphere. All of the calculations are internal within GSSHA, limiting the need for additional inputs. Because Trad includes contributions from the snowpack, the need to calibrate tow melt factors (Mf,min and Mf,max) can be replaced with a constant melt factor (Mf).
The RTI snow model is based on Follum et al. (2015).
The RTI model has been tested at several locations, with the RTI model showing to more accurately capture spatial heterogeneity within the snowpack.
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Mr = σ * dt * [(Trad + 273)4 - 2734] + 0.0125 * Px * fruse * Tr + 8.5 * fua * (dt/6) * [(0.9 * esat - 6.11) + 0.00057 * Pa * Trad |
(14) |
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Mnr = Mf * (Trad - MBASE) + 0.0125 * Px * fruse * Tr | (15) |
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Mf = constant value defined by user | (16) |