Ocean Ridges and Transforms Flashcards
1
Q
Ocean Ridges and Transforms
A
- Oceanic lithosphere
- Hydrothermal circulation at ridges
- Axial magma chambers
- Transform faults and ridge segmentation
2
Q
Heat flow, q
A
- Heat flow density, mW/m^2
- Energy per unit time (watts) flowing through a unit area
- Fourier’s Law
3
Q
Fourier’s Law
A
Heat flow, q = -k (dT/dz)
- Where dT = temp change, dz = thickness, k = thermal conductivity
4
Q
Heat flow at Earth’s surface
A
- dT/dz = 20-30 degrees K/km, k = 2-3W/m/degree K
- q = 40-90 mW/m^2
- Continents = 55mW/m^2
- Oceans = 80-90mW/m^2
5
Q
q at continents
A
55mW/m^2
- approximately 1/2 is crustal radioactivity
6
Q
q at oceans
A
80-90mW/m^2
- approximately 75 percent of Earth’s heat flow
7
Q
Heat Flow Probe
A
- Temperature gradient measured over known distances (drill hole up to a few km, sediment probe 3m length)
- Conductivity measured in lab, or in situ using decay of a heat pulse from the probe
8
Q
What are the 2 plate models?
A
- GDH1
- PSM
9
Q
Half-space
A
- Boundary layer cooling model
- Material cools and contracts as it moves away from ridge
- Surface layer cools from top down
- Lithospheric thickness can be calculated
10
Q
Lithosphere, HS model
A
- Defined as region w/ temp below certain value
- eg. base of lithosphere = 1100C or 1300C
- Thickness increases away from ridge
- Can calculate thickness using model
11
Q
HS Lithospheric thickness calculation
A
- L = 11 x sq.root t
- q = 1/sq.root t
- Where L is thickness in km, t is age in Ma, q is heat flow
- Thickness increases with age
12
Q
HS cooling model, seafloor depth d
A
- From age or distance from ridge
- As material cools, density increases
- Isostasy leads to calculation
- d = 2.5 plus 0.35 x sq.root t
- Implies typical ridge depth is 2.5km
13
Q
What are the exceptions to the HS model for depth of ridge?
A
- Typical depth is 2.5km
- Iceland = 0km
- Pacific-Antarctic Discordance zone = 3km
14
Q
HS boundary layer cooling model comparison with observations
A
- Heat flow is too low for ages greater than 120Ma
- Depths are too large for ages greater than approximately 70Ma
- Model lithosphere continues to cool w/out limit but a constant rate of cooling must be reached (about 70Ma)
15
Q
Plate model
A
- Assumes fixed lithospheric thickness L of 95km
- Assumes fixed temperature at base of lithosphere and vertical boundary below ridge (1450C, Stein model)
- Far from ridge the plate is far from high T influence and equilibrium is reached, constant heat loss
16
Q
GDH model
A
- Relationships for depth and heat flow
- Different eons for different age ranges
- T< or > 20, T< or> 55
17
Q
Problem with plate models
A
- Seismic evidence suggests lithosphere is thinner under ridge
- Therefore thickness, L, cannot be constant