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Dissolution and growth of (1014) calcite in flowing water: estimation of back reaction rates via kinetic Monte Carlo simulations

机译:(1014)方解石在流动水中的溶解和生长:通过动力学蒙特卡洛模拟估算逆反应速率

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Although calcite is an important mineral for many processes, there have been relatively few simulations of its growth and dissolution behavior. Such simulations are complicated by the multitude of defect types and by the asymmetry of the crystal. The present work combined a kinetic Monte Carlo technique with the Kossel crystal (100) simple cubic concept and the Blasius boundary layer model to simulate the simultaneous growth and dissolution of the (1014) calcite cleavage surface in flowing water. The activation energies of the back reaction (growth) were determined from those of the forward reaction (dissolution) by obtaining agreement with cleavage-step morphologies and step dissolution velocities over a range of flow rates previously measured using an atomic force microscope. The kinetics were dominated by diffusion events on the solid/fluid interface and in the fluid, as expected. The relative magnitudes of the desorption and adsorption activation energies were consistent with experimental data, entropic arguments, and crystal roughening theories. Quantitative agreement with measured step velocities was best when the boundary layer parameters were given physically reasonable values, indicating that the model is self-consistent.
机译:尽管方解石是许多过程中的重要矿物,但对其生长和溶解行为的模拟却相对较少。大量缺陷类型和晶体的不对称性使这种模拟变得复杂。本工作将动力学蒙特卡洛技术与Kossel晶体(100)简单立方概念和Blasius边界层模型相结合,以模拟(1014)方解石解理面在流动水中的同时生长和溶解。通过在先前使用原子力显微镜测量的流速范围内获得与裂解步骤形态和步骤溶解速度一致的结果,可以从正向反应(溶解)的活化能中确定逆反应的活化能(增长)。如所预期的那样,动力学受固体/流体界面和流体中扩散事件的支配。解吸和吸附活化能的相对大小与实验数据,熵论证和晶体粗糙化理论一致。当给定边界层参数物理上合理的值时,与测得的步速的定量一致性最好,这表明该模型是自洽的。

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