measure channel widths with application to estimating peak-flow - - PowerPoint PPT Presentation

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measure channel widths with application to estimating peak-flow - - PowerPoint PPT Presentation

Using remote sensing to measure channel widths with application to estimating peak-flow frequencies AWRA Orlando, FL April, 2018 Roy Sando (tsando@usgs.gov), Katherine Chase, DeAnn Dutton, Laura Hallberg, Bryan Collins, Sean Lawlor, Chad


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Using remote sensing to measure channel widths with application to estimating peak-flow frequencies

AWRA Orlando, FL – April, 2018

Roy Sando (tsando@usgs.gov), Katherine Chase, DeAnn Dutton, Laura Hallberg, Bryan Collins, Sean Lawlor, Chad Reese, Peter McCarthy

In cooperation with Montana

  • Dept. of Transportation

This information is preliminary and is subject to revision. It is being provided to meet the need for timely best science. The information is provided on the condition that neither the U.S. Geological Survey nor the U.S. Government shall be held liable for any damages resulting from the authorized or unauthorized use of the information."

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Outline

▪ Background ▪ Methods ▪ Preliminary results ▪ Conclusions/Limitations

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Peak-Flow Frequency Analysis

Commonly reported QAEPs 50% to 0.2%

(2-year to 500-year recurrence interval) What about at stream locations that don’t have gaging stations?

  • Annual Exceedance Probabilities (AEP)
  • a.k.a Flood frequency, X-year flood, peak-flow frequency, recurrence intervals
  • Q is the streamflow discharge value associated with a given AEP.
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Methods for estimating QAEPs at ungaged locations

▪ Regression analysis

▪ Ordinary, weighted, generalized least squares

▪ Region of Influence ▪ Hydrologic models ▪ Machine learning

Explanatory variables needed!!!!

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Current Regression Equations

▪ Sando, Sando,

McCarthy, and Dutton, 2016

▪ Regional Regression

Equations based on Basin Characteristics

▪ Channel Width-data

NOT included

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Previous Regression Equations

▪ Parrett and Johnson,

2004

▪ Included Regression

Equations based on Channel Width

▪ Also weighting option for

basin characteristics and channel width

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Developing Regional Regression Equations using Channel-Width Data

▪ Historical (1970s-1990s) on-

site channel-width measurements

▪ New (2017) on-site channel-

width measurements

▪ Channel-width

measurements from aerial photographs

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Why?

▪ Previous studies – can be more reliable ▪ Basin characteristics can be complex ▪ Basin characteristics might predict what

could happen (a priori)

▪ Channel width formed by prevailing

  • streamflow. Show what has happened (a

posteriori)

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20 40 60 80 100 120 140 160 Percent error West 20 40 60 80 100 120 140 160 Percent error Northwest 20 40 60 80 100 120 140 160 Percent error Northwest Foothills 20 40 60 80 100 120 140 160 Percent error Northeast Plains 20 40 60 80 100 120 140 160 Percent error East-Central Plains 20 40 60 80 100 120 140 160 Percent error Southeast Plains 20 40 60 80 100 120 140 160 Percent error Upper Yellowstone- Central Mountain 20 40 60 80 100 120 140 160 Percent error Southwest

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Methods

Fieldwork component Remote sensing component

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Site locations

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Fieldwork

70 locations At each location:

▪ 3 Active channel widths ▪ 3 Bankfull channel widths ▪ Channel bed/bank material ▪ Vegetation

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Channel Widths

Might be easier to see for ephemeral streams Might be easier to see for perennial streams

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Bankfull Channel Width

06177820 Horse Creek Trib near Richey

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▪ 2 independent

measurers

▪ 517stations ▪ Natural Color NAIP ▪ July/August 2015 ▪ Parameters

Channel width

Channel type

Vegetation

Channel constraints

Measurer confidence 06024450 Big Hole River bl Big Lake Cr at Wisdom MT

Remote sensing

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2017 Field Measurement (R2 = 0.92) Historical Field Measurement (R2 = 0.84)

Preliminary Results

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Channel types

Braided/Depositional Meandering/wide valley Steep/alpine Transitional Undetermined

R2 = .77 AIC = 1,794 R2 = .77 AIC = 6,436 R2 = .91 AIC = 1,621 R2 = .93 AIC = 950 R2 = .59 AIC = 1,615

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Vegetation Type

Bare dirt Trees Grass Shrubs

R2 = .76 AIC = 625 R2 = .89 AIC = 2,319 R2 = .80 AIC = 6,679 R2 = .85 AIC = 3,229

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Permanent Vegetation Clarity

High clarity Low clarity Medium clarity

R2 = .80 AIC = 7,318 R2 = .09 AIC = 1,575 R2 = .82 AIC = 3,315

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Channel constraint

Constrained (road features) Constrained (stabilization) Constrained (natural) Unconstrained Undetermined

R2 = .81 AIC = 971 R2 = .93 AIC = 45 R2 = .93 AIC = 1,310 R2 = .83 AIC = 10,150 R2 = .89 AIC = 471

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Subjectivity of site selection

Low subjectivity Medium subjectivity High subjectivity

R2 = .82 AIC = 6,778 R2 = .77 AIC = 4,344 R2 = .19 AIC = 1,431

Preliminary Information-Subject to Revision. Not for Citation or Distribution.

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Preliminary Conclusions

▪ Using aerial photography to measure channel widths

might work best for:

▪ Streams that don’t change much with riparian

zones comprised of permanent vegetation with clearly visible edges.

▪ Including Lidar derivatives (channel bathymetry,

canopy height, channel type, channel migration) could improve estimates

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Limitations

▪ Results are preliminary ▪ Changes in channel geometry from natural

and anthropogenic factors

▪ Gage locations often at non-ideal locations ▪ Basin sizes vs spatial resolution of imagery ▪ Large and/or recent flood events

Questions?