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Last modified
7/14/2009 5:02:29 PM
Creation date
6/1/2009 11:30:45 AM
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UCREFRP
UCREFRP Catalog Number
7072
Author
Brewer, M. and J. Renne.
Title
Crystal Reservoir Temperature Study.
USFW Year
1988.
USFW - Doc Type
Lakewood, CO.
Copyright Material
NO
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Crystal Reservoir Temperature Study <br />Page 4 <br />September 23, 1988 <br />Several Physical Habitat Simulation sites are located within the <br />study area. These sites were included in the network as observation <br />nodes. The final stream temperature network is in Table 2. <br />Data Reduction <br />Fortran-77 programs were used to convert daily hydrologic and <br />meteorologic data into bi-weekly averages. The season was limited <br />to March through September to focus on the Squawfish growing season. <br />The time periods used are in Table 3. <br />Relative humidity on a daily basis was unavailable from the National <br />Oceanic and Atmospheric Administration. However, daily dew point <br />temperature was obtained so that Relative humidity could be <br />calculated using: <br />H R -- <br />112 - .1T + T„ <br />3 <br />112 + .9T <br />-8 <br />f <br />where <br />HR Relative Humidity L °L) <br />T ambient Air Temperature <br />To _ Dew Point Temperature <br />Regression aids in the model were used to fill in water temperatures <br />at headwater and validation nodes. The model filled in missing <br />discharges with the mean for the respective time period. Regression <br />statistics are in Table 4. <br />Several ancillary Fortran-77 programs were developed to format-the <br />data into required input files processed by the temperature model. <br />All validation tables were requested when the model was first <br />executed. <br />RESULTS <br />Validation Nodes <br />Comparisons were made between predicted (regressed) and observed <br />mean daily water temperatures at all validation nodes. Validation <br />statistics produced by the model include the mean difference, the <br />probable difference, and maximum error. The mean difference (S) is <br />the average of the differences between the predicted regression <br />model and the heat transport model. The probable difference (S) <br />
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