physical factors in the generation of runoff learning objectives be able to describe the processes...

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Physical factors in the generation of runoff Learning objectives Be able to describe the processes involved in runoff generation Be able to distinguish between infiltration excess, saturation excess and subsurface stormflow runoff generation mechanisms and identify when and where each is more likely to occur Be able to describe the physical factors resulting in the

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Physical factors in the generation of runoff

Learning objectives • Be able to describe the processes involved in

runoff generation• Be able to distinguish between infiltration excess,

saturation excess and subsurface stormflow runoff generation mechanisms and identify when and where each is more likely to occur

• Be able to describe the physical factors resulting in the occurrence of runoff by the different mechanisms

Resources• Rainfall Runoff Module Online, http

://hydrology.usu.edu/RRP, Chapters 1 - 3

• Dingman Chapters 6, 9• Jeff McDonnell Website (

http://www.cof.orst.edu/cof/fe/watershd/)

• Benchmark papers in streamflow generation processes (many at http://www.cof.orst.edu/cof/fe/watershd/fe537/bpapers.html)

Physical Processes involved in Runoff Generation

Rainfall Runoff Processes

Pathways followed by subsurface runoff on hillslopes

(from Kirkby, 1978)

Relationship between runoff ratio and soil moisture content. (Woods et

al., 2001.)

Threshold Hillslope Response

0 100 200 300 400

Runoff [l/(s km ²)]

0.0

0.5

1.0

1.5

De

pth

to

gro

un

dw

ate

r [m

]0 100 200 300 400

Runoff [l/(s km ²)]

0.0

0.5

1.0

1.5

De

pth

to

gro

un

dw

ate

r [m

]

(a) 14 m from stream,

(b) 103 m from stream

Relation between runoff and depth to groundwater

Two different locations in the Svartberget catchment (Seibert et al., 2003)

(a) Photograph of cross section through soil following dye tracing experiment. (b) Moisture content inferred from dye tracing experiment. (Courtesy of Markus Weiler)

Infiltration follows preferential pathways

Wetting may occur at depth before at the surface

See preferential pathway infiltration animation http://hydrology.neng.usu.edu/RRP/ (ch 2)

See infiltration excess runoff generation animation http://hydrology.neng.usu.edu/RRP/ (ch 2)

Runoff Generation Mechanisms

(a) Infiltration excess overland flow(also called Horton overland flow)

PP

P

qo

f

f

(following Beven, 2001)

f1

f0

Figure 7. Rainfall, runoff, infiltration and surface storage during a natural rainstorm. The shaded areas under the rainfall graph represent precipitation falling at a rate exceeding the infiltration rate. The dark grey area represents rainfall that enters depression storage, which is filled before runoff occurs. The light grey shading represents rainfall that becomes overland flow. The initial infiltration rate is f0, and f1 is the final constant rate of infiltration approached in large storms. (from Dunne and Leopold, 1978)

Overland flow moves downslope as an irregular sheet (from Dunne and Leopold, 1978)

(b) Partial area infiltration excess overland flow

PP

P

qo

f

Fraction of area contributing to overland flow

(following Beven, 2001)

(c) Saturation excess overland flow

PP

P

qr

qs

qo

Variable source area

(following Beven, 2001)

See saturation excess runoff generation animation http://hydrology.neng.usu.edu/RRP/ (ch 2)

(d) Subsurface stormflow

P P

P

qs

(following Beven, 2001)

See subsurface runoff generation animation http://hydrology.neng.usu.edu/RRP/ (ch 2)

(e) Perched subsurface stormflowHorizon 1

Horizon 2

PP

P

qs Impeding layer

(following Beven, 2001)

See perched layer stormflow runoff generation animation http://hydrology.neng.usu.edu/RRP/ (ch 2)

Map of saturated areas showing expansion during a single rainstorm. The solid black shows the saturated area at the beginning of the rain; the lightly shaded area is saturated by the end of the storm and is the area over which the water table had risen to the ground surface. (from Dunne and Leopold, 1978)

Seasonal variation in pre-storm saturated area (from Dunne and Leopold, 1978)

Variable Source Area Concept (from Chow et al, 1988). The small arrows in the hydrographs show how the streamflow increases as the variable source extends into swamps, shallow soils and ephemeral channels. The process reverses as streamflow declines.

Schematic illustration of macropore network being activated due to rise in groundwater resulting in rapid lateral flow.

Transmissivity Feedback

Brutsaert, 2005

Soil

Low permeable bedrock

Rapid lateral flow at soil bedrock interface.

Features of subsurface stormflow

• Unimpeded entry by new water from rainfall into the soil

• Rapid downslope flow through preferential paths

• Mixing with old water depending on rainfall intensity and soil moisture status

From Brutsaert, 2005, p454

Direct precipitation on saturated zone

0 s 0 s

Baseflow

Water table

0 s 0 s

Water table

0 s 0 s

Water table

Baseflow + subsurface stormflow

Baseflow + subsurface stormflowReturn flow

(a)

(b)

(c)

Rain

Rain

Rain

Groundwater ridging subsurface stormflow processes in an area of high infiltration rate.

The particular runoff process that dominates is place and time

dependent

Infiltration capacity

Surface Water Input

Saturation OF

Deeper groundwater

aquifer

Infiltration

Soil regolithRegolith subsurface flow

(interflow)

Saturation

Aquifer subsurface flow(baseflow)

Percolation

Variablesource area

Return flow

Hortonian OF

Evapotranspiration

Summary points • A bewildering range of hydrologic, climatic, topographic

and soil conditions which favor different mechanisms• Extreme complexity suggests a single unifying model may

not be possible or desirable • Distributed models allow exploration of consequences of

simplifying assumptions and can lead to better understanding of the interplay between processes and pathways

• Mathematical rigor may instill false confidence and undeserved sense of realism

• Catchment scale parameterizations have difficulty representing spatial variability

From Brutsaert, 2005, p457-461

Physical Factors Affecting Runoff

Water Balance Equation

∆S=P-Q-E

PE

Q

∆S

P=Q+EQ=P-E

P

P=Q+E

EE=P

E=Ep

E

Q

P

P=Q+E

EE=P

E=Ep

E

Q

W=Q/P 0

W=Q/P 1

0 M o r e I n t e ns e % R a in D ay s L e s s I n t e ns e 10 0

10 0

M or eH umid

E T A C T

E T PO T

%

M or eA r id

0

7 5 %

5 0 %

2 5 %T o t a l R uno ff

0 %

M ainlyH or t onianO ver land F low

M ainlyS at ur at ion

O ver land F low

Seasonal or storm period fluctuations

EpE

100

10

1

0.10.001 0.1 10 1000

Area (sq. miles)

Walnut Gulch, AZ

Reisel, TX

Coshocton, OHReynolds Ck, ID

San Pedro, AZ

ID

AZ

TX

OK

OHVA

GA

FL

MS

MO

PAIA

Scale dependence of mean annual runoff for different geographic locations in the U.S. (Courtesy of David Goodrich, USDA-ARS).

Mea

n a

nn

ual

R

un

off

(in

ches

)

Flood wave advancing over a dry stream bed in Walnut Gulch experimental watershed where channel transmission losses are considerable. (Courtesy of David Goodrich, USDA-ARS)

Horton overland flow dominates hydrograph; contributions from subsurface stormflow are less important

Direct precipitation and return flow dominate hydrograph; subsurface stormflow less important

Subsurface stormflow dominates hydrograph volumetrically; peaks produced by return flow and direct precipitation

Arid to sub-humid climate; thin vegetation or disturbed by humans

Humid climate; dense vegetation

Steep, straight hillslopes; deep,very permeable soils; narrow valley bottoms

Thin soils; gentle concave footslopes; wide valley bottoms; soils of high to low permeability

Climate, vegetation and land use

Topograph

y and soils

Variable source concept

Runoff processes in relation to their major controls.

(From Dunne and Leopold, 1978)

Flow path originating at divide with dispersed contributing area A

Contour width b

Specific catchment area is A/b

P

Area defining concentrated contributing area at P

Topographic definition of contributing area, concentrated at a point or dispersed (specific catchment area) on a hillslope.

Definition of the upslope area draining through a

point within a catchment

q = a rS

qcap = T S

S

a

T

rw

r

T

S

aSaturation occurs when

ln(a/S) wetness index for a small watershed evaluated from a 30 m Digital Elevation

Model.

Saturated area based on wetness index for two different T/r thresholds.