首页> 外文期刊>Journal of geophysical research. Solid earth: JGR >Influence of mineral fraction on the rheological properties of forsterite + enstatite during grain-size-sensitive creep: 1. Grain size and grain growth laws
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Influence of mineral fraction on the rheological properties of forsterite + enstatite during grain-size-sensitive creep: 1. Grain size and grain growth laws

机译:粒度敏感蠕变过程中矿物组分对镁橄榄石和顽辉石流变性能的影响:1.晶粒尺寸和晶粒长大规律

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We conducted grain growth and creep experiments on forsterite (Fo) plus enstatite (En) aggregates at 1 atmosphere pressure and temperatures of 1260 - 1360°C, with variable volumetric fractions of the two minerals, forsterite and enstatite (Fo_(1.00) to Fo_(0.03) En_(0.97)). The grain size ratios of forsterite and enstatite in annealed (reference) and deformed samples follow the Zener relationship of d_I/d_(II) = β/f_(II) z, where d is the grain size, and the subscripts I and II indicate the primary and secondary phases, respectively. When f_(En) < 0.5, I is forsterite, II is enstatite, then β = 0.67, and z = 0.52; for samples where fEn > 0.5, I is enstatite, II is forsterite, then β = 0.73, and z = 0.53. Grain growth in reference samples conforms to the relationship d_s ~4 - d _0 ~4 = kt, where d_s is the grain size under static conditions, d0 is the initial grain size, k is the grain growth coefficient, and t is time. The observed growth coefficient for the primary phase (k_I) becomes smaller with increasing f_(II), which is consistent with the theoretical prediction. Overall, our results are consistent with previously proposed grain growth models for static conditions that use mineral physical parameters such as diffusivity (D_i ~(GB)) and interfacial energy (γ). We discuss grain size variations in the mantle, with compositions ranging from dunite to pyroxenite, and we go on to present a method that predicts the grain sizes of different mantle lithologies, provided that the diffusivity and interfacial energy of the constituent minerals are known.
机译:我们在1个大气压和1260-1360°C的温度下对镁橄榄石(Fo)和顽辉石(En)骨料进行了晶粒长大和蠕变实验,其中两种矿物的体积分数分别为镁橄榄石和顽辉石(Fo_(1.00)至Fo_ (0.03)En_(0.97))。退火(参考)和变形样品中镁橄榄石和顽辉石的晶粒尺寸比遵循d_I / d_(II)=β/ f_(II)z的齐纳关系,其中d为晶粒尺寸,下标I和II表示第一阶段和第二阶段。当f_(En)<0.5时,I为镁橄榄石,II为顽辉石,则β= 0.67,z = 0.52。对于fEn> 0.5的样品,I为顽辉石,II为镁橄榄石,则β= 0.73,z = 0.53。参考样品中的晶粒长大符合关系d_s〜4--d_0〜4 = kt,其中d_s是静态条件下的晶粒尺寸,d0是初始晶粒尺寸,k是晶粒生长系数,t是时间。随着f_(II)的增加,观察到的初级相(k_I)的生长系数变小,这与理论预测相符。总体而言,我们的结果与先前提出的静态条件下的晶粒生长模型一致,该模型使用矿物物理参数,例如扩散率(D_i〜(GB))和界面能(γ)。我们讨论了地幔中晶粒大小的变化,其组成范围从辉光岩到辉辉岩不等,并且我们继续提出了一种预测不同地幔岩性晶粒大小的方法,前提是已知组成矿物的扩散率和界面能。

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