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Wandering dune landscape.

Wandering dune landscape. 1. Moraine landscape. 2. Former coastal cliffs. 3. Uplifted stone-age sea floor. 4. Dunes of moraine. 5. Parabola dune. a. Wandering frontal part. b. Ridges. 6. Coastal dunes. 7. Bog. A. Chalk (Senonian). B. Younger chalk (Danian). C. Glacial deposits. D. Sea-floor sediments. E. Blown sand. Source: Atlas of Denmark.

Wandering dune landscape.

Wandering dune landscape. 1. Moraine landscape. 2. Former coastal cliffs. 3. Uplifted stone-age sea floor. 4. Dunes of moraine. 5. Parabola dune. a. Wandering frontal part. b. Ridges. 6. Coastal dunes. 7. Bog. A. Chalk (Senonian). B. Younger chalk (Danian). C. Glacial deposits. D. Sea-floor sediments. E. Blown sand. Source: Atlas of Denmark.

Wandering dune landscape.

Wandering dune landscape. 1. Moraine landscape. 2. Former lake bottom. 3. Dune landscape. a. Erosion slope. b. ditto. c. Dune hill. d. Parabola-dune. e. Filso. 4. Deflation-plain. 5. Littoral dunes. 6. Beach. A. Moraine. B. Marine deposits. C. Lake deposits. D. Blown sand. Source: Atlas of Denmark.

Wandering the north magnetic pole through geologic time

Wandering the north magnetic pole through geologic time. although students of ancient rock magnetism regard this path as fairly well established, there is no conclusive proof that the geographic pole followed the same path or that the continents maintained their same positions during this lengthy period. Notice also that there are no signs of frigid conditions or glacial action in northeastern Asia during the periods when the pole was supposed to be in that vicinity. Stokes, 1960, p. 168.

Wave cut cliff east of Markarfljot

Wave cut cliff east of Markarfljot where the road runs close to the steep scarp that distinctly demarcates the border between the marine lowlands and the volcanic highlands. August 9, 1960.

Wave refraction on an irregular shoreline

Wave refraction. The manner in which waves are refracted on an irregular shoreline. It is assumed that the water is deeper off the bay off the headlands. Consider that the original wabe is divided into three equal segments A-B, B-C, and C-D. Each segment has the same potential energy. But observe that by the time the wave reaches the shore the energy of A-B and C-D has concentrated along the short shoreline of headlands A'-B' and C'-D', while the energy of B-C has been dispersed over a greater front (B'-C') around the bay. Thus there is more energy available for erosion per unit of shoreline on the headlands than there is along the bay. Leet and Judson, 1958, p. 310.

Results 1921 to 1935 of 1962