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# Stress ellipsoid

- Stephen Marshak
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The stress ellipsoid is a useful mental tool for geometrically representing the state of three-dimensional stress at a point. Stress is a force per unit area, and the stress applied to a specific plane can be represented by a vector (a quantity that has both magnitude and direction). The stress vector associated with a plane need not be perpendicular to the plane; if it is not, the stress vector can be resolved into a normal component (perpendicular to the plane) and a shear component (parallel to the plane). At any point in a body of rock, one can imagine that there are an infinite number of planes, each with a different orientation, and if that body of rock is subjected to a compressive stress, a pair of inward-pointing stress vectors will be associated with each plane. The members of each pair must be equal in magnitude and opposite in orientation to their partner; otherwise, the rock body could not remain at rest. If all the stress vectors associated with the infinite number of ima ...

- Title
- Stress ellipsoid
- Reference Work Title
- Structural Geology and Tectonics
- Reference Work Part
- 18
- Pages
- pp 750-751
- Copyright
- 1987
- DOI
- 10.1007/3-540-31080-0_108
- Print ISBN
- 978-0-442-28125-0
- Online ISBN
- 978-3-540-31080-8
- Series Title
- Encyclopedia of Earth Science
- Series ISSN
- 1388-4360
- Publisher
- Springer Berlin Heidelberg
- Copyright Holder
- Van Nostrand Reinhold Company Inc.
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