Hydrology

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Hydrology • Watershed – Area that contributes water to a point along a stream • Scale is user-defined • Other names: – Drainage basin – Catchment

• Hydrologic balance in watershed (Fig. 1.1)

– Inputs • Precipitation (Rain, Snow)

– Outputs • ET, streamflow

– Pathway to stream channel • Overland (FAST) • Groundwater (SLOW)

• Hydrograph -- time series

record of streamflow: discharge plotted against time

• 3 terms – Discharge = streamflow = volumetric flow rate • Units: Q = L3/T – (e.g., m3/sec, gallons/day, acre-feet/yr)

– Current velocity = linear flow rate • Units: U (or V) = L/T – (e.g., m/s)

– “Flow” = Q or U

• Hydrograph response to rainstorm (Fig. 1.5) – Precipitation (ppt) occurs – Runoff to stream (pathway) – Rising limb – Peak flow, with some lag – Recession limb – Baseflow

• Factors influencing shape of a hydrograph: • (1) lithology and soils -- infiltration vs. overland flow • (2) topography -- how fast overland flow occurs • (3) vegetative cover (type & extent) • (4) type of precipitation (rain vs. snow) • (5) stream size • Small stream -- generally a relatively fast response to precipitation compared to • Large river -- lots of small tributaries -- integrates small tributary responses

• These factors vary at a variety of spatial scales – Within watershed (e.g., elevation and type of precipitation, geology and soils) – Geographic scales (e.g., volume and timing of precipitation, vegetation cover, topography)

• The shape of the hydrograph tells us a lot about watershed characteristics and biological potential of the river. (Fig. 2) •

• •

Flashy stream -- one whose hydrograph responds quickly to changes in precipitation (little groundwater) – Many extremes, both high and low Stable stream -- one with more sluggish response (more groundwater flow) – Less variable environment • temperature • nutrients • physical disturbance

Q

yr

day

Poff & Ward 1990)

• How do we measure Q? • • • • •

1) Time to fill a bucket 2) Use equation Q = A * U m3/s m2 m/s So, for a river cross section:

– Q=W*D*U (where is U measured??) •

If river has irregular bottom . . . Divide river into “cells” (USGS figure)

• Consider relationship between U and Q •

If Q increases, what happens to U?



If the cross-sectional area of stream changes, how does that change U? Consider 3 X-sec’s. Let Q = 10 m3/s. We know … continuity of flow: Q1 = Q2 = Q3

• •

X-sec 1

A1 = 10 m2 U1 = ___ U1 = 10 m3/s / 10 m2 = 1 m/s

X-sec 2

A2 = 50 U2 = ___

m2

U2 = 10 m3/s / 50 m2 = 0.2 m/s

X-sec 3

A 3 = 5 m2 U3 = ___ U3 = 10 m3/s / 5 m2 = 2 m/s

Riffle

Pool

Chute

(wide, shallow, fast)

(wide, deep, slow)

(narrow, deep, fast)

• Why is current velocity (U) important ecologically? – 1) erosional force on organisms – 2) erosional force on sediment (i.e., habitat) • (faster flows --> remove smaller particles) – 3) delivery of nutrients, gases, food; removal of wastes (“physiological enrichment”)

• How does current vary in space and time? – At a point location • Water moves in 3 dimensions – downstream, horizontal, vertical

• Velocity changes over time – Turbulence (velocity fluctuations for a fixed discharge) – Change in discharge

– For whole stream • Different places have different velocity (e.g., riffles vs. pools)

• Is current velocity same everywhere in stream? (Top? Bottom? Middle?) • Why? – As water encounters solid surface . . . Friction! – [deck of cards - how far do cards move as a function of distance from solid boundary?] – No-slip condition (velocity = 0 at boundary)

• Where is there friction in stream?

Water surface

max

Height from Bottom (cm)

– bed – banks – atmosphere [Figure 4.1] • What would a Vertical Velocity Profile look like for Fig. B?

? no slip 0

1

U (m/sec)