Late 20th Century Tests of the Continental Drift Hypothesis 3 – Continental “Fit” Revisited Unless otherwise noted the artwork and photographs in this slide show are original and © by Burt Carter. Permission is granted to use them for non-commercial, non-profit educational purposes provided that credit is given for their origin. Permission is not granted for any commercial or for-profit use, including use at for-profit educational facilities. Other copyrighted material is used under the fair use clause of the copyright law of the United States. What to look for: • The true continental edges (at the continental slope) fit together much better than could have been determined in the 1600’s. • The rotational movement of convexly curved continents across the globe requires that some parts of the pieces move faster than others • Transform faults allow this to happen. • If the continents used to be connected, but aren’t now, then the have necessarily moved. Recall that even in the 17th century people were noticing that the coasts of some continents “fit together”. The fit was, apparently, far from perfect though. Part of the problem was the quality of the maps, but there were two additional ones that couldn’t really be addressed until the 20th century. This question arose in the 1960’s: How good is the fit? • Even the best of map projections introduces considerable distortion into both the sizes and shapes of things on the map. Things closer to the equator are fairly accurate, but toward the poles things look much bigger than they actually are. Look at a wall map. If Greenland were actually bigger than North America we’d call it a continent, not an island. • The coast of a continent is not its edge. The edge is out at the continental slope, where the shelf ends and depth drops down to abyssal (oceanic) depth. Correcting for these problems must involve a 3-D geometric model (rather than a flat map), better detail of lat/long, and a concept of movement of convex pieces across the spherical surface rather than flat ones on a flat surface. If a convex piece moves across a spherical surface it does so around a “pole of rotation”. The pole and latitude lines shown here do not represent the Earth’s pole and latitude grid, but the pole and latitude of rotation of one piece (South America) away from another (Africa), which is assumed to be stationary. We will return to why Africa is the one set stationary. (Modified from Bullard et al, 1965 and McKenzie, 2006) If we now rotate (NOT “slide”) South America toward Africa along the latitudes of rotation, they meet like this. The coasts of the continents don’t seem to match any better than they did on the Cabot map in 1544, but the continental shelves fit very well indeed. The accuracy of shelf fit for all continents using this method is estimated at better than 95%. Shelf edges can erode by mass wasting and other processes, or they may grow by reef and other sedimentation, so a certain amount of mismatch is actually expected. (Modified from Bullard et al, 1965 and McKenzie, 2006) ORIGINAL VECTORS FROM THE PREVIOUS PAGE Equator of Rotation If there really has been rotational motion of South America away from Africa, then some parts of the South American piece must have moved farther than others. Minimum motion would have been at the poles of rotation and maximum motion at the equator of rotation. Because all the motion happened over the same time span, this means that some parts of the piece (near the equator of rotation) moved faster than other parts (near the poles of rotation). If the piece is brittle rock, how could this have been done? If you push a piece of plywood across a floor, can you make some parts go faster than other parts? A solid piece of plywood will necessarily all move at the same rate. But if it is cut or broken into shorter segments, these can all move at different rates to different distances! The strike-slip transform faults that cross and offset the ridges are the mechanism that accommodates the differential rates of movement of a spherical segment of lithosphere (a “plate”) across the spherical surface of Earth. Take-home Message • The true continental edges (at the continental slope) fit together much better than could have been determined in the 1600’s. • The rotational movement of convexly curved continents across the globe requires that some parts of the pieces move faster than others • Transform faults allow this to happen. • If the continents used to be connected, but aren’t now, then the have necessarily moved.
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