2005
DOI: 10.1016/j.tecto.2005.08.023
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The misorientation index: Development of a new method for calculating the strength of lattice-preferred orientation

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Cited by 341 publications
(304 citation statements)
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“…These values are small compared to those of some olivinerich rocks deformed to large strain naturally [e.g., Warren et al, 2008] and experimentally [e.g., Skemer et al, 2005], consistent with the relatively small magnitude of strain in our experiments. Skemer et al [2005] observed M indices of 0.01 for starting material and 0.17 after a shear strain of 60%. This shear strain converts to an effective strain of 35%, which is a factor of about 2 larger than the largest strains in our experiments.…”
Section: Microstructural Resultssupporting
confidence: 89%
“…These values are small compared to those of some olivinerich rocks deformed to large strain naturally [e.g., Warren et al, 2008] and experimentally [e.g., Skemer et al, 2005], consistent with the relatively small magnitude of strain in our experiments. Skemer et al [2005] observed M indices of 0.01 for starting material and 0.17 after a shear strain of 60%. This shear strain converts to an effective strain of 35%, which is a factor of about 2 larger than the largest strains in our experiments.…”
Section: Microstructural Resultssupporting
confidence: 89%
“…Another CPO strength characteristic based on the misorientation angle distribution, introduced by Skemer et al (2005), is called the M-index. The method is based on the difference between the theoretical uniform distribution and the measured uncorrelated misorientation angle distributions for a given crystal symmetry class.…”
Section: Strengthmentioning
confidence: 99%
“…The M-index only uses the marginal angle distribution of the misorientation distribution function (MDF), as any misorientation can be decomposed into a rotation axis and angle and only the angle is used to calculated the M-index. As the discrete approach has already been described by Skemer et al (2005), we illustrate how to calculate the M-index using the continuous functions with MTEX. The following four steps are required:…”
Section: Strengthmentioning
confidence: 99%
“…To quantify the strength of olivine crystallographic preferred orientation (CPO) we used the J index (Bunge, 1982) and M index (Skemer et al, 2005).…”
Section: Analysis Of Crystallographic Preferred Orientationsmentioning
confidence: 99%