Flood Mapping and Sediment Transport in Otsego County Streams, New York By Les Hasbargen, Tyson Robb, Anthony Grimes, and Roy Widrig Earth Sciences Department,

Slides:



Advertisements
Similar presentations
Surface Water & Ground Water
Advertisements

Characteristics of High Gradient Streams
Mass Movements.
Chapter 9 Water Erosion and Deposition
Future floods: An exploration of a cross-disciplinary approach to flood risk forecasting (26-27 February 2015) Estimating flood discharges using boulders,
HYDROLOGIC CYCLE Precipitation Runoff or infiltration(groundwater flow and plant uptake) Flow to and/or gather in basin Evapotranspiration into air Condensation.
Part 2 Quit Landforms and exogenetic processes 2.2 How can a river change the land?
Assessment of gravel transport characteristics of the upper Santa Ana River Scott Wright and Toby Minear USGS California Water Science Center Sacramento,
Hydrology: Discharge, Hydrographs, Floods, and Sediment Transport Unit 1: Module 4, Lecture 2.
Channel Repair of Montezuma Creek in Coronado National Memorial following Fire and Flood Damage Stephanie Yard, P.E. & Allen Haden, Aquatic Ecologist Natural.
RIVER FORMATION EARTH’S GRAVITATIONAL FORCE PULLS OBJECTS TOWARD IT’S CENTER OF MASS. WATER FALLING DOWN A SLOPE IS EVIDENCE OF GRAVITY. AS OBJECTS DROP.
Harry Williams, Earth Science1 Streams and Rivers. Of all the agents of erosion, rivers are the most important, because they are the most common and widespread.
Pertemuan Open Channel 1. Bina Nusantara.
How do we measure how much water is in a stream?
1D SEDIMENT TRANSPORT MORPHODYNAMICS with applications to RIVERS AND TURBIDITY CURRENTS © Gary Parker November, CHAPTER 13: THE QUASI-STEADY APPROXIMATION.
HEC-RAS US Army Corps of Engineers Hydrologic Engineering Center
CHARACTER OF RIVER CHANNELS
HEC-RAS.
Part 3 RECURRENCE FREQUENCY OF FLOODING. River flow data can be shown in a variety of formats on probability plots like that shown here, which relates.
1D SEDIMENT TRANSPORT MORPHODYNAMICS with applications to RIVERS AND TURBIDITY CURRENTS © Gary Parker November, CHAPTER 11: SAMPLE CALCULATION FOR.
Nisqually River 2009 Source to Sink
Classroom presentations to accompany Understanding Earth, 3rd edition
HYDRAULICS AND SEDIMENT TRANSPORT: RIVERS AND TURBIDITY CURRENTS
Erosion and Deposition
1 Mixing engineering and biology. Where Fish Passage is required Connectivity is required across the landscape wherever there are fish. Fish and fish.
Ch.9 Erosion and Deposition. Section 3: The Force of Moving Water Work and Energy – Energy is the ability to do work or cause change – Two kinds of energy:
Short Course on Gullies and Streams Tom Millard, Vancouver Forest Region.
FNR 402 – Forest Watershed Management
Abstract Background Conclusion Stream Bed Morphology and Discharge Rates of Deckers Creek Data was collected at 5 different points along a 100 meter transect.
Reynolds Number (Re) Re = R = A/P V = mean velocity  /  =  (which is kinematic viscosity) Re = VR(  /  ), where Driving Forces Resisting Force Re.
Stream Stability and Sediment Transport Environmental Hydrology Lecture 21.
Streams and Drainage Systems The most important source of moving water.
Channel Modification Washington Dept. Forestry, 2004, Channel Modification Techniques Katie Halvorson.
Morphodynamics of the North Fork Toutle River Near Mount St. Helens, Washington John Pitlick 1, Jon Major 2 and Kurt Spicer 2 1/Geography Department, University.
Streams Nancy A. Van Wagoner Acadia University Distribution of Earth's water n What are the percentages? -Oceans - Glaciers - Groundwater - Lakes and.
Flow Energy PE + KE = constant between any two points  PE (loss) =  KE (gain) Rivers are non-conservative; some energy is lost from the system and can.
McKnight's Physical Geography
Stream Erosion and Transport
Rivers.
Longitudinal profile Fluvial/River- Areas The path the river follows from its source to mouth is known as the river's course. When studying rivers we.
Basic Hydraulics: Channels Analysis and design – I
Bradshaw Model. Upstream Downstream Discharge Occupied channel width Channel depth Average velocity Load quantity Load particle size Channel bed roughness.
Basic Hydraulics: Open Channel Flow – I
13.1 Streams and Rivers Key Idea:
Describe the features and characteristics of the Three Gorges Dam.
Introduction to Rivers
13.2 Stream Erosion and Deposition
7. Bedforms in coarse-grained channels Step-pool units Cluster bedforms Riffle-pool sequences.
Aims today: To learn about: Channel Efficiency The Hydraulic Radius
1D Hydraulic Modeling w/ LiDAR Data Noah J. Finnegan 1 1 UC Santa Cruz, Earth & Planetary Sciences.
Esteban Quiles Earth and Physical Science Department Western Oregon University Monmouth, Oregon
What is the Bradshaw model?
GCSE Geography Paper 1 – Physical 37.5% Paper 2 – Human 37.5%
Surface Water.
What is the Hjulstrom Curve?
4 channel types defined at reach scale, based on 3 features
Fluvial Geomorphology
Uniform Open Channel Flow
4 channel types defined at reach scale, based on 3 features
Reynolds Number Froude Number
Chapter 9 Water Erosion and Deposition
Summary In addition to the oceans, where else is water found on Earth?
Discharge, stream flow & channel shape
The shapes of stream channels
Bed material transport
Streams and Drainage Systems
Changes in a river from source to mouth
HEC-RAS US Army Corps of Engineers Hydrologic Engineering Center
Fluvial Hydraulics CH-3
Scour Analysis on the west fork of the Duchesne River
Presentation transcript:

Flood Mapping and Sediment Transport in Otsego County Streams, New York By Les Hasbargen, Tyson Robb, Anthony Grimes, and Roy Widrig Earth Sciences Department, SUNY Oneonta Overview In June 2006, several days of heavy rain over the upper Susquehanna River basin caused severe flooding in Delaware and Otsego Counties in New York. This paper documents our initial surveys of flood heights along Silver Creek and Morris Brook in Otsego County, and estimates stream competence (that is, the largest particle this flow could move) for this flood. We used a total station and GPS receivers to survey the channel configuration and record flood heights. Key marks of high water include woody debris trapped against trees, and imbricate boulders (see Figs 1-5). Such signs from the 2006 event are still plentiful as of January Results Our surveys reveal systematic changes in channel hydraulic geometry, which is directly related to bed and bank roughness. Namely, smooth-floored bedrock channel reaches exhibit substantially smaller cross sectional areas and lower flood heights than alluvial- floored (i.e., sediment-covered) reaches. See Fig 6 Channel Cross Sections below. The transition between the two reach types is often abrupt. We reconstruct flood heights and thus stream surface slopes from our survey data, and find that stream slopes and channel bed slopes are approximately equivalent, except at transitional reaches (see Figs 7 and 8 Flood Height and Channel Bed Profiles below). From stream slope and flow depth we compute Shields parameter (a threshold for initial motion of sediment particles; see boxes at lower right for a description) for several reaches, and thus determine the theoretical sediment grain size that these flows could have moved during peak flow. See the table at right for these results. We find that maximum boulder sizes predicted for bedrock channels are much smaller than what we observe—almost all particles are transported through the bedrock reaches (i.e., there are no boulders!). Further, Shields parameter predicts a smaller grain size for bedrock-floored channels than for the alluvial sections. This occurs because of greater flow depth in alluvial reaches. Thus, Shields parameter may require modification for smooth-floored bedrock channels. In addition, the plate-like shape of sediment particles in these streams are more mobile than Shields predicts, so we need to modify Shields relation for shape effects. Table 1 Predicted Mobile Grain Size During Peak Flow, Silver Creek Silver Creek just upstream from Ravine Parkway Channel TypeStream slopeDepth, mGrain size, m Alluvial Alluvial Alluvial Alluvial Bedrock Bedrock Bedrock Silver Creek just downstream from Maintenance Operation Center Channel TypeStream slopeDepth, mGrain size, m Alluvial Alluvial Alluvial Alluvial Alluvial Alluvial Alluvial Alluvial Alluvial To compute the size of particle the stream could move, we used Shields entrainment parameter, which relates the fluid forces acting on a particle to its threshold for motion. The relation can be rearranged to solve for the grain size as a function of stream slope and depth. We further assumed Shields parameter = We used the flood surface to compute the stream slope and flow depth, and then compute the size of particles that should have been in motion, according to Shields. Figure 1 Morris Brook. Note the large woody debris trapped against the trees—an excellent high water mark. Figure 5 Morris Brook. Note the tilted plate-like boulder resting on flood debris. We used this to estimate flood height (the blue dashed line). Figure 3: Tyson Robb setting up the total station. We used differential GPS receivers to locate our surveys. Figure 4 Large woody debris provides a proxy for flood height. This kind of evidence persists to the present (February 2009), and facilitates reconstructing flood surfaces. Shields Entrainment Parameter: a criterion for sediment motion Figure 2: Tony Grimes and Tyson Robb setting up a survey in Silver Creek. Presented at the Faculty Research Show SUNY Oneonta on February 12, 2009