soil physics 2010
DESCRIPTION
Outline. Announcements Where were we? Water retention curve Hysteresis. Soil Physics 2010. Announcements. Homework 3 is due now Slides or Blackboard? (blackboard was preferred) A brief run through problems 2 & 4. Soil Physics 2010. Homework problem 2. A. 5 cm water. B. 10 cm soil. - PowerPoint PPT PresentationTRANSCRIPT
Soil Physics 2010
Outline
• Announcements
• Where were we?
• Water retention curve
• Hysteresis
Soil Physics 2010
Announcements
• Homework 3 is due now
• Slides or Blackboard? (blackboard was preferred)
• A brief run through problems 2 & 4
Soil Physics 2010
Homework problem 2
15 cm soil
5 cm water
A
D
B
C
10 cm soil
Pressure + Elevation = Total potential
A 0 30 30
B 5 25 30
C 15
D 0 0 0
Soil Physics 2010
Homework problem 2
Pressure + Elevation = Total potential
A 0 30 30
B 5 25 30
C 3 15 18
D 0 0 0
15 cm soil
5 cm water
A
D
B
C
10 cm soil
Soil Physics 2010
Homework problem 4a
Mass in air: 1.1 kg
Density of iron: 5.5 kg / L
Volume of iron = 0.2 L
Volume
MassDensity
This is not thevolume of the chunk!
Soil Physics 2010
Homework problem 4
airiron ironVolkg 1.1
waterchunkchunkVolkg 8.0
ironchunk VolVol ?
MassL 2.0 wateriron
gk 0.9L
kg1.0
L
kg5.5L 0.2
L 2.0kg 1.1
Vol iron
airiron
ironchunk VolVol
Soil Physics 2010
The hard way (part 1)
waterchunk chunkVolkg 8.0
Find Volchunk
L
kg 0.1
Vol
kg 1.1Volkg 8.0
chunkchunk
L
kg 0.1Volkg 1.1kg 8.0 chunk
L 3.0L
kg 0.1kg 8.0kg 1.1Vol chunk
Soil Physics 2010
The hard way (part 2)
L 3.0Vol chunk
L 2.0Vol iron
= 1/3 or 33.3%
p
b
1
3
21
L2.0kg 1.1
L3.0kg 1.1
1
Soil Physics 2010
The easy way
L
kg1.0
L
kg5.5L 0.2kg 0.9
ironVol
waterchunkchunkVolkg 8.0
Buoyancy for iron only ( = 0):1.1 kg – 0.9 kg = 0.2 kg
Actual buoyancy:1.1 kg – 0.8 kg = 0.3 kg
Volchunk = 1.5 x Voliron
so = 1/3
Soil Physics 2010
Where were we?Water retention curve
Basic idea:
If the soil were a bunch of capillary tubes, we could figure out everything about how water and air move in it…
…if we also knew the size distribution of those capillary tubes.
The water retention curve is our best estimate of the soil’s pore size distribution.
Soil Physics 2010
With that warning, let’s look at water retention
Start with a soil core that’s saturated:
Known height
Atmospheric pressure
So we know the water’s potential everywhere
Known dry mass
Known porosity
=
Atmospheric pressure 5
Soil Physics 2010
Known height L
So we know the water’s potential everywhere
0
L
(0)
At saturation:h = 0
If it can drain out the bottom, then
, and
mean h0 = L/2
Soil Physics 2010
Then I talked about sponges
Soil Physics 2010
We pull lightly on the water
h1
L/2
2 new points:h1 = h1 + L/21 = –
(water drained/ Vol)
Soil Physics 2010
Repeat with a bigger h
h2 > h1
L/2
2 new points:h2 = h2 (+ L/2) 2= –
(water drained/ Vol)
Soil Physics 2010
Plot the points
Water contentWetness, , etc
Su
ctio
nP
oten
tial
, h, t
ensi
on, e
tc
Soil Physics 2010
Plot the points
Water contentWetness, , etc
Su
ctio
nP
oten
tial
, h, t
ensi
on, e
tc
Why use this one?
Water contentWetness, , etc
Su
ctio
nP
oten
tial
, h, t
ensi
on, e
tc
Soil Physics 2010
Hei
ght
Soil Physics 2010
Different regions
Water contentWetness, , etc
Su
ctio
nP
oten
tial
, h, t
ensi
on, e
tc
Wet
Middle
Dry
Soil Physics 2010
Wet region
h
Wet
Pore only drains if:
Big enough
Not isolated
Air can get to it
g hr
aw
cos2
Air entryAir accessStructural pores
A model porous medium being drained
Drainage allowed:
Poreradius:
Big
Small
Soil Physics 2010
Poreradius:
Big
Small
Drainage allowed:
Soil Physics 2010
A model porous medium being drained
Poreradius:
Big
Small
Drainage allowed:
Soil Physics 2010
A model porous medium being drained
Poreradius:
Big
Small
Drainage allowed:
Soil Physics 2010
A model porous medium being drained
Poreradius:
Big
Small
Drainage allowed:
Soil Physics 2010
A model porous medium being drained
Soil Physics 2010
Wet region
h
Wet
g hr
aw
cos2
Air entryAir accessStructural pores
When wetting, air entrapment limits the final <
Pore only drains if:
Big enough
Not isolated
Air can get to it
Soil Physics 2010
Middle region
h
Middle
Air and water are both continuous
Reasonable reflection of pore size distribution
Mixed textural & structural pores at wetter part
Textural pores at drier part
Hysteresis
Soil Physics 2010
Dry region
h
Dry
Most water is in films sorbed to solid surface
Water retention mostly determined by surface area
Little or no hysteresis (if at equilibrium)
Water flow in films is very slow
→ 0 as h → ∞ (for example, drying at
105° for 24 hrs)
Soil Physics 2010
Hysteresis
• Thermostats• Speedboats• “Ink bottle” pores
History-dependent or direction-depedent