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Computer models solve geologic riddle millions of years in the making

Date:
March 24, 2014
Source:
University of Southern California
Summary:
An international team of scientists has used computer modeling to reveal, for the first time, how giant swirls form during the collision of tectonic plates -- with subduction zones stuttering and recovering after continental fragments slam into them.

Computer model of typical mantle flow patterns.
Credit: Courtesy of Louis Moresi/Monash University

An international team of scientists that included USC's Meghan Miller used computer modeling to reveal, for the first time, how giant swirls form during the collision of tectonic plates -- with subduction zones stuttering and recovering after continental fragments slam into them.

The team's 3D models suggest a likely answer to a question that has long plagued geologists: why do long, curving mountain chains form along some subduction zones -- where two tectonic plates collide, pushing one down into the mantle?

Based on the models, the researchers found that parts of the slab that is being subducted sweep around behind the collision, pushing continental material into the mountain belt.

With predictions confirmed by field observations, the 3D models show a characteristic pattern of intense localized heating, volcanic activity and fresh sediments that remained enigmatic until now.

"The new model explains why we see curved mountains near colliding plates, where material that has been scraped off of one plate and accreted on another is dragged into a curved path on the continent," Miller said.

Miller collaborated with lead author Louis Moresi from Monash University and his colleagues Peter Betts (also from Monash) and R. A. Cayley from the Geological Survey of Victoria in Australia. Their research was published online by Nature on March 23.

Their research specifically looked at the ancient geologic record of Eastern Australia, but is also applicable to the Pacific Northwest of the United States, the Mediterranean, and southeast Asia. Coastal mountain ranges from Northern California up to Alaska were formed by the scraping off of fragment of the ancient Farallon plate as it subducted beneath the North American continent. The geology of the Western Cordillera (wide mountain belts that extend along all of North America) fits the predictions of the computer model.

"The amazing thing about this research is that we can now interpret arcuate-shaped geological structures on the continents in a whole new way," Miller said. "We no longer need to envision complex motions and geometries to explain the origins of ancient or modern curved mountain belts."

The new results from this research will help geologists interpret the formation of ancient mountain belts and may prove most useful as a template to interpret regions where preservation of evidence for past collisions is incomplete -- a common, and often frustrating, challenge for geologists working in fragmented ancient terrains.

Moresi was funded by the Australian Research Council and Miller was funded by NSF CAREER award.


Story Source:

The above story is based on materials provided by University of Southern California. The original article was written by Robert Perkins. Note: Materials may be edited for content and length.


Journal Reference:

  1. L. Moresi, P. G. Betts, M. S. Miller & R. A. Cayley. Dynamics of continental accretion. Nature, 2014; DOI: 10.1038/nature13033

Cite This Page:

University of Southern California. "Computer models solve geologic riddle millions of years in the making." ScienceDaily. ScienceDaily, 24 March 2014. <www.sciencedaily.com/releases/2014/03/140324133311.htm>.
University of Southern California. (2014, March 24). Computer models solve geologic riddle millions of years in the making. ScienceDaily. Retrieved October 23, 2014 from www.sciencedaily.com/releases/2014/03/140324133311.htm
University of Southern California. "Computer models solve geologic riddle millions of years in the making." ScienceDaily. www.sciencedaily.com/releases/2014/03/140324133311.htm (accessed October 23, 2014).

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