GPS aids us in better understanding our planet by allowing us to measure how the surface of the Earth moves. Much of this motion causes earthquakes, builds mountains, and, indirectly, creates volcanoes.
The surface of the Earth is broken up into "tectonic plates" that move in different directions and speeds (Figure 1). The plates are made of the lithosphere, a layer consisting of the crust and the uppermost, solid part of the mantle (Figure 2). The plates move rigidly, each as one solid piece. They ride on the layer underneath the lithosphere, called the asthenosphere, which is hotter - and bends rather than breaks.
To study present-day plate motions, we can anchor GPS instruments firmly in bedrock and measure how they move along with the tectonic plate. Each arrow in Figure 3 shows the predicted motions of locations on Earth. The longer the arrow, the faster the site is moving. Plate boundaries are shown in white. In Figure 4 we see the observed motions as measured by GPS. Do they roughly agree?
ectonic plates are on a globe, not on a flat surface. Each plate rotates about a "pole" and each plate also has a different speed. The farther you are from the pole of rotation, the bigger the speed of your GPS station. By observing tectonic motion with GPS instruments, we can learn what is pushing and pulling at the Earth's surface—and what happens when it does.
It is a little complicated to calculate the motion of a tectonic plate. But you can understand the motion of a tectonic plate if you think about a simple two-dimensional case. In Figure 5 we have a Ferris wheel. It is rotating counterclockwise. How fast it rotates is called its angular speed. The wheel rotates about the center point. This is called the "pole of rotation" or "axis" of rotation." The speed of any point on the Ferris wheel can be calculated by multiplying the distance between the pole of rotation and the point (d) and the angular speed (w).
You can think of a tectonic plate the same way (Figure 6). The speed of any point on the plate is the product of the angular speed w and the distance between the rotation pole and the point d. You can figure out the direction of speed (meaning the velocity) because it is perpendicular to d. This means that GPS stations on a tectonic plate are moving faster the farther away they are from the axis of rotation.
A final thing to point out - all the motion takes place in this two-dimensional space, which means there is no vertical motion. This is also true for real plate tectonics. This means that if the GPS station is on the rigid part of the tectonic plate, there should be not vertical motion. If there is vertical motion, that means something else is going on.
Last modified: 2017-11-04 01:05:12
The site was originally developed by the GPS Reflections Research Group at the University of Colorado (CU) using funding from NSF EAR1144221. It was built by Evan Pugh and Kristine Larson at CU and by the UNAVCO Education and Community Engagement Program.
Any opinions, findings, and conclusions or recommendations expressed in this material are those of the author(s) and do not necessarily reflect the views of the National Science Foundation, NASA, UNAVCO, or CU.