The following figure shows the lower hemisphere, equal area plots of the poles to bedding surfaces. Which one of the following is the correct interpretation?
The question involves interpreting an equal area plot of the poles to bedding surfaces, commonly used in structural geology to analyze the orientation and folding of rock layers.
Let's go through the options and reasoning to find the correct answer:
A cylindrical fold is characterized by the beds having a consistent axis of fold. In an equal area plot, poles to bedding surfaces would typically align along a great circle, which indicates that the folding is developed around a cylindrical shape.
Non-cylindrical folds do not have a consistent axis or symmetry. In a stereonet, this would result in a less organized pattern of poles that do not align along a single great circle.
An isoclinal fold is very tight, where layers are parallel or nearly parallel to each other. In a stereonet, this would appear as overlapping or closely packed poles, which is not reflected in the plot shown.
If the beds were not folded, poles would be scattered randomly without any specific alignment in the stereonet.
Based on the given diagram, the poles are aligned along a great circle, suggesting a consistent axis of folding. Hence, the most suitable interpretation is that the beds are folded cylindrically.
Conclusion: The correct interpretation is that the beds are folded cylindrically.
Figures A and B show two cross-sections of a folded sandstone bed.
Which one of the following is the correct interpretation of the Figs. A and B?
Match the outcrop patterns of folds with corresponding types.
| Outcrop Patterns | Fold | |
| A. | | P. Plunging antiform |
| B. | ![]() | Q. Plunging synform |
| C. | ![]() | R. Reclined |
| D. | | S. Recumbent |