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Strain-rate Estimation Using Fractal Analysis of Quartz Grains in Naturally Deformed Rocks

机译:利用天然变形岩石中石英晶粒分形分析的应变速率估计

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The area-perimeter fractal dimension (D) of quartz grains has earlier been proposed as a strain-rate gauge based on experimental deformation of quartz aggregates. To test the application in naturally deformed rocks, D is calculated in (a) three quartzites belonging to the Lunavada Group of rocks (Aravalli Mountain Belt, NW India) that developed textures between 420-600 degrees C and (b) one quartz reef sample from the Malanjkhand Granite (Central India), which underwent dynamic recrystallization between 250-400 degrees C. Using the above T ranges and calculated D values, strain-rates are calculated for the two sets of samples. A 10(-12.7) s(-1) strain rate at 250 degrees C is calculated for the quartz reef sample. However, at higher temperatures the calculated strain-rate is >10(-10) s(-1) for the quartz reef and the quartzite samples. The quartzites show evidence of dynamic recrystallization by grain boundary migration (GBM) and subgrain rotation (SGR), while the quartz reef is replete with evidence of bulging (BLG) recrystallization. T and calculated strain-rates are plotted on available recrystallization map of quartz. It is demonstrated that whilst the T/strain-rate of the quartzites does not fall in the region of GBM and SGR, the T/strain-rate of the quartz reef falls in the BLG region. The problems with strain-rate calculations using area perimeter fractal dimension are discussed. It is concluded that the method of strain-rate calculation can be used only for lower T.
机译:石英晶粒的面积-分形维数(D)早已被提出作为基于石英骨料实验变形的应变率测量仪。为了测试在自然变形的岩石中的应用,在(a)属于Lunavada岩石群的三个石英岩(印度西北部的Aravalli山区带)中计算了D,并在420-600摄氏度之间发展了织构,并且(b)计算了一个石英礁样本来自Malanjkhand花岗石(印度中部),该花岗石在250-400摄氏度之间进行了动态重结晶。使用上述T范围和计算出的D值,可以计算出两组样品的应变率。计算出石英礁样品在250摄氏度下的10(-12.7)s(-1)应变速率。但是,在更高的温度下,对于石英礁和石英岩样品,计算出的应变率> 10(-10)s(-1)。石英岩显示出通过晶界迁移(GBM)和亚晶粒旋转(SGR)进行动态再结晶的证据,而石英礁则充满了鼓胀(BLG)重结晶的迹象。将T和计算出的应变率绘制在可用的石英重结晶图上。结果表明,尽管石英岩的T /应变率不在GBM和SGR区域内,但石英礁的T /应变率却在BLG区域内。讨论了使用面积周长分形维数计算应变率的问题。结论是,应变率计算方法只能用于较低的T。

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