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Fission track chemical etching kinetic model

机译:裂变径迹化学刻蚀动力学模型

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In fission track thermochronology (FIT) latent fission tracks can be observed under the optical microscope only after chemical etching. The understanding of the etching process in the origin of this track is important for fission track annealing models. This may allow the determination of parameters related to etching kinetics independently of the models fit to the annealing data. In this work, a chemical etching kinetic model based on chemical principles and geometric track features is presented. The relation between track mean length, L (mu m), and etching time, t (s), is given by L = L-0[1-(Kt+1)(M)](n) where L-0 (mu m), K (s(-1)), M and n are parameters. M and n are dimensionless. The L-0 can be associated with the initial mean length of the tracks. The model fits well experimental data for apatite and muscovite mica. In addition, it corroborates the assumption of one of the fission-track annealing models proposed for FFT that strength and efficiency of etching depend on the amount of defects (or displaced atoms) compounding the track.
机译:在裂变径迹热年代学(FIT)中,只有在化学蚀刻后才能在光学显微镜下观察到潜在的裂变径迹。对于裂变径迹退火模型,了解该迹线起点的蚀刻工艺非常重要。这可以独立于适合于退火数据的模型而确定与蚀刻动力学有关的参数。在这项工作中,提出了基于化学原理和几何轨迹特征的化学蚀刻动力学模型。轨道平均长度L(μm)和蚀刻时间t(s)之间的关系由L = L-0 [1-(Kt + 1)(M)](n)给出,其中L-0( (μm),K(s(-1)),M和n为参数。 M和n是无量纲的。 L-0可以与轨道的初始平均长度相关联。该模型非常适合磷灰石和白云母云母的实验数据。此外,它证实了为FFT提出的裂变径迹退火模型之一的假设,即蚀刻的强度和效率取决于复合磁道的缺陷(或位移原子)的数量。

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