CEE 6440 GIS
in Water Resources
Fall 2010
Naho Orita
Peak Flow
Rate Prediction in Logan River
by Different
Interpolations of SNOTEL Data
Objective
The
objective of this project is to determine the most suitable way to predict the
peak streamflow in Logan River, UT using SNOTEL data.
Background Information
Even
though a small percentage of precipitation within the US falls as snow, it
could be a dominant source of streamflow in some
areas, including Logan, UT. Logan River is a tributary of Little Bear River in
Utah. The Logan River Watershed lies on North East corner of Utah beyond the
Utah/Idaho border as shown in Figure 1 below.
Figure 1. Logan River Basin and Topography
The Logan River is mostly recreational water above the state first dam and is used irrigate farm land downstream from the dam.
Every spring time the Logan River is heavily impacted
by the snow melt from the surrounding mountains. The average streamflow of Logan River is usually between 100 to 150 cfs where the spring peak flow can be up to 1500 cfs.
It is important to predict the peak streamflow in Logan River for recreational safety and farm
planning. Usually, the peak streamflow is predicted
using Snow Water Equivalent (SWE) on a set date (e.g. Mar. 1st or
Apr. 1st) (Personal Communication Dr. Tarboton.)
The Purpose of this study is to evaluate the peak streamflow
prediction using a set date SWE, maximum SWE of the water year, and the Total
precipitation of the year up to the set date.
Data Acquisition
The
watershed boundaries and flowlines were observed from
National Hydrography Dataset Plus (NHDPlus.) The Great Basin is hydrologic region 16, the
Logan River watershed is found in unit b. The daily precipitation and Snow
Water Equivalent (SWE) were obtained from SNOTEL site in Natural Resources
Conservation Service (NRCS) website. There are six active SNOTEL stations in
Logan Canyon area as shown in Figure 2 below, however,
four of them shown as green dots were installed recently so that they do not
have sufficient data for my project.
Figure 2. SNOTEL stations
Thus, the data from two sites; 823 (Tony Grove Lake) and 1013 (Temple Fork) shown as the red dots above dated from water year (Nov. 1st of previous year to Sep. 30th) of 2002 to 2009 were chosen to be used in this project.
The
daily discharge data were obtained from USGS website, station number 10109000
which is located in the Logan River dated from 1999 to 2009 (Figure 3.)
Figure 3.
Daily Average Discharge for Logan River
The
peak streamflow from each year was manually found in
the dataset and entered in Excel worksheet for statistics analysis.
Statistics
First,
the March 1st SWE were plotted against the
peak streamflow as below followed by the April 1st
SWE. (Figure 4, 5)
Figure
4.
March 1st vs. Peak Stream Flow
Figure
5.
April 1st vs. Peak Stream Flow
As
can be seen, there are stronger correlation with the Tony Grove Lake SNOTEL
data to the peak streamflow rate. Then, the maximum
SWE of the year was plotted against the peak streamflow
rate as below.
Figure 6. Max. SWE vs Peak StreamFlow
Again, Tony Grove Lake has stronger correlation with the peak streamflow.
Among the three trial of evaluation, the highest correlation found was the april 1st SWE data and the peak streamflow.
Next, total precipitation of the water year up to the date of prediction was determined. (Figure 7, 8)
Figure
7.
Total Precipitation on March 1st vs. the Peak StreamFlow
Figure
8.
Total Precipitation on April 1st vs. the peak StreamFlow
As
shown in Figure 8, the highest correlation was found between the total precipitation
on April 1st and the peak streamflow for
both Temple Fork Data as well as Tony Grove Lake Data.
Conclusions
Based
on its highest correlation, it can be stated that the total precipitation on
April 1st is the most suitable way to predict the peak streamflow in Logan River, UT using SNOTEL data. The peak streamflow can be explained by the equation below.
Peak
Streamflow (cfs)=99.088*Total Precip@TempleForkSNOTELonApr.1st(in)-1075.5
Recommendation
For
future work, I would personally recommend to have a prediction model for when
the peak streamflow will occur.