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An algorithm for fast calculation of ion range and damage distributions based on the boltzmann transport equation

机译:基于boltzmann输运方程的离子范围和损伤分布快速计算算法

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摘要

Boltzmann transport equation (BTE) method using large energy intervals in ion scattering calculations can lead to significant errors in the calculation of ion and damage distributions. We pointed out that the inaccuracy is caused by the fact that the flux distribution in a transited energy state is not uniform. The flux is higher at its higher energy end because of a relatively higher cross section for a small energy transfer. Neglecting this difference and assuming an evenly distributed flux will lead to significant errors. The issue can be alleviated by using small energy intervals which inevitably increases computational times. We proposed to redistribute the flux among neighboring energy states around a transited energy state, with the redistribution weighted by their proximities to the mean value of transited energy. Therefore, ion range distributions can be calculated accurately with large energy intervals, thus significantly improving computational efficiency, i.e. by at least one order of magnitudes for lOOkeV Si self ion irradiation.
机译:在离子散射计算中使用大能量间隔的玻尔兹曼输运方程(BTE)方法会导致离子计算和损伤分布中的重大误差。我们指出,这种不精确性是由于以下事实引起的:过渡态的通量分布不均匀。通量在其较高的能量端较高,这是因为较小的能量传递相对较高的横截面。忽略这种差异并假设通量分布均匀会导致严重的误差。可以通过使用较小的能量间隔来缓解此问题,这不可避免地增加了计算时间。我们建议在过渡能态周围的相邻能态之间重新分配通量,并通过它们对过渡能平均值的接近度来加权重新分配。因此,可以以大的能量间隔准确地计算离子范围分布,从而显着提高了计算效率,即对于100keV Si自离子辐照,至少提高了一个数量级。

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