Lab2_Desha_Ls (1)
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Oregon State University, Corvallis *
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Course
201
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Geography
Date
Dec 6, 2023
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docx
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Uploaded by ProfessorQuailMaster783
OC 201, Oceanography
Lab 2: Marine Geological Evidence for Plate Tectonics
In this lab, you will be using
GeoMapApp
to examine some of the evidence used by marine geologists to
develop the theory of plate tectonics.
Your GTA will show you how to start GeoMapApp.
Remember what that evidence was:
A.
Bathymetry of the ocean floor that revealed ridges (some with central rifts), trenches, and
seamounts.
B.
Location and depth of earthquakes relative to seafloor bathymetry.
C.
Age of the ocean floor and how it changed away from the ridges (= rises).
D.
Magnetic striping of the seafloor with crustal rocks having different polarity.
In today’s lab we will explore aspects of B and C.
Part 1. Determining
Spreading Rates
Under the
DataLayers
tab select
Geophysics
, and then
Lithospheric Plates
, and finally
Seafloor
Crustal Age
(Muller 2008 v3).
The
Seafloor Crustal Age
grid will load and “
Loaded Grids
” and
“
Layer Manager
” windows will appear.
In the GeoMapApp window, turn on the Zoom Tool (+) and zoom in to the South Atlantic
seafloor between Brazil and Africa by clicking and dragging.
Part 1A:
In the main window with the seafloor map, turn on the “Distance/Profile Tool” (to the left of
the “XYZ” button) in the map window and draw a profile from west to east across the South Atlantic
seafloor at a latitude of 20-30 S.
Make sure your profile line is perpendicular to the spreading ridge it
crosses.
When the cursor is released, the profile appears in a new window. You may need to move the
Profile window if it covers your map. It should look like a V and be similar to the profile on the next
page.
Note that you might need to resize the profile box to get the y-axis labels to appear.
Spend some time exploring and studying the profile and
answer the following questions in the boxes
provided.
To type in the boxes, position your cursor in the box and click twice. Do not make the font
less than 10 pt.
1.)
What are the two variables depicted on the chart, and on which axes are they plotted? (2pts)
2.)
How many years are represented by each minor interval (step) on the y-axis? (1pt)
3.)
What distance is represented by each minor interval (step) on the x-axis? (1pt)
Zoom tool
Profile tool
Y axis: Age, mY
X axis: Distance, Km
10 million years
100 km
Run your cursor across the graph in the
Profile
window and notice that its geographic location is shown
as a red dot on the profile in the
GeoMapApp
window. Notice that the distance along the profile (x-axis) is
measured from the point where you started your profile or the end of the continental shelf (which ever
comes later) to the point where it ends.
And, finally, notice that the latitude, longitude, and age of
bedrock are displayed at the top of the profile window for any cursor location on the profile.
4.)
At what longitude along the profile are the youngest rocks (not including the continental shelf
shown in grey on the map)? (2pt)
5.)
An area where two plates are being pushed and pulled apart is called a spreading center (= ridge or
rise).
Describe how the age of seafloor bedrock changes as you move from the spreading center
to the South American and African coastlines. (2pts)
6.)
Is the age-distance profile roughly symmetrical on either side of the spreading center? (2pts)
7.)
In a sentence or two, describe what is meant by the symmetry of the age profile – what does it
tell us about the ages and motion of rocks on either side of the spreading zone? (2pts)
0.8 mY
The age of the seafloor starts out older from around 117 mY then going towards the
middle the seafloor gets younger, to 0.8 mY, then it begins to rise again when going to
the opposite coastline to around 130 mY
Almost similar, however, the African coastlines seem to be a bit older
Symmetry tells us, that they were formed roughly around the same time, if both ends of the
coastline are around the same then they were formed around the same time
Part 1.B:
Rate is defined here as a
change in distance over a period of time
. The average rate
of seafloor spreading during a particular period of time can be determined by analysis of the age
vs. distance plot as shown in the following worked example. Pay attention because you’ll be
doing a similar calculation later on.
First, we pick 2 points on the profile and determine the distance and age represented by each
point (in this example, we’re using points A and B on the graph below).
Then we calculate the
distance span and time span between the points A and B.
T
o
determine the rate at which the seafloor is moving eastward from the spreading center during the
last 50 Ma [Ma stands for mega-annum – it is the scientific abbreviation for a million years.
Note that the chart above lists Age as “mY” on the y-axis.
That’s a typo, but it’s the same thing!]
divide the distance the seafloor moved by the time it took to move from place A to place B.
In
the example above, the rate of seafloor spreading is: “distance seafloor moved / time it took” or
(1080 km / 50 Ma) =
21.6 km / Ma
It’s hard to visualize 21.6 km, and even harder to imagine a time span of 1 million years.
Therefore, spreading rates are more often reported in millimeters per year (mm/y), a unit that is
easier to grasp.
One mm is about the thickness of a pencil line – your thumbnail is about 10 mm
across.
There are 1000 mm in 1 m, and there are 1000 m in 1 km.
There are, then, 1 million mm
in 1 km, and 1,080,000,000 mm in 1080 km.
Our spreading rate, then, can be calculated as:
1,080,000,000 mm / 50,000,000 years = 21.6 mm/y
(
Notice that the number of km/Ma reduces to same number of mm/y
!
Convenient, huh?)
1.)
Your turn!
Using the methods described above, calculate the rate at which the seafloor
was spreading during the time span between points C and D on the chart above. Show
your work and enter your answer below (don’t forget units!). (7pts)
Your preview ends here
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