Reply to "Comment on 'Classical Description of H(1s) and H* (n=2) for Cross-Section Calculations Relevant to Charge-Exchange Diagnostics'"Physical Review A - Atomic, Molecular, and Optical Physics
AbstractIn reply to the Comment of Jorge et al. [Phys. Rev. A 93, 066701 (2016)], we agree and reconfirm that the alternative classical trajectory Monte Carlo method (called hydrogenic-Z-CTMC) radial distributions for H*(n = 2) we recently published are not stable in time. However, we show that such lack of stability which is more noticeable for H(2s) than for H(2p) is due to the initialization procedure employed and not to the hydrogenic-Z-CTMC method itself. A new set of completely stable hydrogenic-Z-CTMC calculations for H*(n = 2) is introduced and found in very good agreement with standard microcanonical results reinforcing our previous findings. A second criticism of Jorge et al. concerning the number of components in hydrogenic-Z-CTMC with n > 1 for H(1s) is shown not to have a significant impact on relative (n,l) populations in the final state.
Research Center/Lab(s)Center for High Performance Computing Research
Document TypeArticle - Journal
Document VersionFinal Version
Rights© 2016 American Physical Society (APS), All rights reserved.
Citation InformationN. D. Cariatore, Sebastian Otranto and Ronald E. Olson. "Reply to "Comment on 'Classical Description of H(1s) and H* (n=2) for Cross-Section Calculations Relevant to Charge-Exchange Diagnostics'"" Physical Review A - Atomic, Molecular, and Optical Physics Vol. 93 Iss. 6 (2016) ISSN: 1050-2947
Available at: http://works.bepress.com/ronald-olson/27/