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Folds analysis techniques. Goal : To apply some of the basic geometric techniques for analyzing folds and refolded folds. 1. Foliation bedding intersections. Three cases for overturned fold: Bedding upright, dipping more shallowly than foliation
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Folds analysis techniques Goal: To apply some of the basic geometric techniques for analyzing folds and refolded folds.
1. Foliation bedding intersections Three cases for overturned fold: • Bedding upright, dipping more shallowly than foliation • Bedding overturned dipping more steeply than foliation • Bedding highly oblique to foliation
Note that for cylindrical folds, bedding-foliation intersection lineation lies close to fold hinge.
2. π-axes and β-axes Define fold axis using measurements of bedding from around the fold Plot on stereonet
π-girdle: best-fit girdle to poles to beddingπ-axis: pole to π-girdle
Finding π-axes 1. Plot poles to bedding 2. Find best-fit great circle
β-axis: defined by intersections of bedding planes plotted on net
050°, 80°-SE 350°, 44°-NE 088°, 72°-NW Use both π-axis and β-axis methods Find a fold axis using these bedding measurements
Refolded folds recognition • Can often be found in outcrop • Regional patterns in facing direction • Interference patterns
Interpret these maps: Draw in F1 and F2 axes and indicate plunge directions
Steps to interpret maps • Draw two lines representing fold axes. Which one is refolded? • Identify pattern of younger and older rocks. e.g. youngest on outside • Is the hook/boomerang shape a syncline or anticline? • Decide what kind of fold refolded the first fold.