Streamflow Generation: An Introduction · 2 The Question: Why does stream- runoff behave the way it...

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Quantitative Elements of Physical Hydrology

Streamflow Generation:An Introduction

Streamflow Generation:An Introduction

© John F. HermanceJanuary 28, 2007

Contact information:Jack HermanceEnvironmental Geophysics/HydrologyDepartment of Geological SciencesBrown UniversityProvidence, RI 02912-1846Tel: 401-863-3830e-mail: John_Hermance@Brown.Edu

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The Question: Why does stream-runoff behave the way it does?

The Thesis: Historically, streamflow shows a strong correlation with precipitation. Knowing the nature of this relationship, we can predict stream

discharge from known or predicted precipitation.

© John F. Hermance

Compare Stream Discharge (Q) to Precipitation (P).

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Changes in the streamflow of the Pawcatuck River for aspecific precipitation event.

Example of a single "event".( We want to explore “cause & effect” in a watershed system.)

© John F. Hermance

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A classic problem in the "response" of physical systems.

© John F. Hermance

The transfer function of a system allows one to predict the expected output process due to a specified input process.

Changes in the streamflow of the Pawcatuck River for a precipitation event.

A precipitation eventon October 9 ...

© John F. Hermance

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Changes in the streamflow of the Pawcatuck River for a precipitation event.

… causes a streamflow peakon October 11 .

© John F. Hermance

© John F. HermanceJanuary 28, 2007

Quantitative Elements of Physical HydrologyQuantitative Elements of Physical Hydrology

Why do these systems behave theway they do?

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What are the fundamental relationships between precipitation and streamflow

in a watershed?

© John F. Hermance

© John F. HermanceJanuary 28, 2007

Quantitative Elements of Physical HydrologyQuantitative Elements of Physical Hydrology

A Review of the Water Cycle Elements.

Skip to Dynamic interaction . . .

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Here we look at the composite effect of lateral flow to a stream.

© John F. Hermance

© John F. Hermance

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A schematic view of water pathways.

© John F. Hermance

We want to look in detail ata single 2D “slice” through

this system.

© John F. Hermance

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(When discussing the following paradigms, it is important to keep

in mind that whatever water enters the stream from its side is

carried away by flow.)

© John F. Hermance

Review of the connectivity of the watershed elements.

An Inventory of Watershed Elements

© John F. Hermance

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An Inventory of Watershed Elements

© John F. Hermance

Infiltration and direct recharge Infiltration and direct recharge

An Inventory of Watershed Elements

© John F. Hermance

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ThroughflowThroughflow

An Inventory of Watershed Elements

© John F. Hermance

InterflowInterflow

An Inventory of Watershed Elements

© John F. Hermance

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Seepage (springs) Seepage (springs)

An Inventory of Watershed Elements

© John F. Hermance

Return FlowReturn Flow

An Inventory of Watershed Elements

© John F. Hermance

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Overland Flow(Horton & Saturated)

Overland Flow(Horton & Saturated)

An Inventory of Watershed Elements

© John F. Hermance

Groundwater Flow(in saturated zone)Groundwater Flow(in saturated zone)

An Inventory of Watershed Elements

© John F. Hermance

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Baseflow:Groundwater flow

through the saturatedzone to streams

Baseflow:Groundwater flow

through the saturatedzone to streams

An Inventory of Watershed Elements

© John F. Hermance

An Inventory of Watershed Elements

WatertableMoundingWatertableMounding

© John F. Hermance

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In some cases there can be substantial “bank storage”.In some cases there can be substantial “bank storage”.

An Inventory of Watershed Elements

© John F. Hermance

The Principal Watershed Elements

© John F. Hermance

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© John F. HermanceJanuary 28, 2007

The Dynamic Interaction ofWatershed Elements:

Transverse Contributions to Streamflow

© John F. Hermance

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We next look at the time and space sequencing of precipitation, surface runoff, groundwater flow

and streamflow generation.

© John F. Hermance

© John F. Hermance

(Note: No precipitation for anextended period.Groundwater table in"equilibrium" with streamlevel.)

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© John F. Hermance

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© John F. Hermance

(Note development of “bank storage”.)

(Note development of “bank storage”.)

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© John F. Hermance

© John F. HermanceView sequence again

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© John F. Hermance

This is only one of many scenarios for the time-space interaction of precipitation and runoff.

© John F. Hermance

A more typical “initial condition” for astormflow event follows.

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© John F. Hermance (Discuss)

The Thesis: Historically, streamflow shows a strong correlation with precipitation. Knowing the nature of this relationship, we can predict stream

discharge from known or predicted precipitation.

© John F. Hermance

Compare Stream Discharge (Q) to Precipitation (P).

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Longitudinal Stream Development

© John F. HermanceJanuary 28, 2007

Next we look at the composite effect of longitudinal flow to a stream along its axis.

© John F. Hermance

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© John F. Hermance

A schematic view of water pathways.

© John F. Hermance

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We want consider how these discrete “slices”provide an aggregate

streamflow.

© John F. Hermance

Surface runoff and baseflowact in parallel to feed

streamflow.

© John F. Hermance

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This lateral contribution is comprised of local Horton and saturated overland flow, return flow from seepage, and baseflow (groundwater).

© John F. Hermance

Use this symbol to denote thesum total of all surface runoff

and baseflow deliveredby this slice.

© John F. Hermance

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Other “slices” or 2D elementsalso contribute to

streamflow.

© John F. Hermance

Which integrates to the composite

aggregate stream discharge, Q

© John F. Hermance

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1 flow unit

6 flow units

Plan view illustrating the longitudinal integration of lateral inputs to streamflow.

The thickness of the arrow is used to denote the local magnitude of stream discharge.The basic idea is that streamflow is generated by the integrated contributions of surface runoff and baseflow along its length.

© John F. Hermance

Summary:The Paradigm: Longitudinal stream development is the composite effect of lateral flow to a stream along its axis. We saw an example of lateral input from a discrete 2D element. We assumed that each 2D “slice” provides a discrete contribution to the total streamflow. The superposition of transverse surface and subsurface flow from these discrete slices is what we term the “longitudinal integration of lateral inputs” to generating and sustaining streamflow.

© John F. HermanceJanuary 28, 2007

Streamflow discharge (Q) progressively increases downstream due to lateral inflow from surface runoff, interflow and groundwater base flow.

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A Caveat: Longitudinal stream attenuation

Note: Streams can lose water along their channel, or reach, as well as gain water.

© John F. Hermance

End of Presentation(Streamflow Generation: An Introduction)

End of Presentation(Streamflow Generation: An Introduction)

Quantitative Elements of Physical Hydrology

© John F. HermanceJanuary 28, 2007