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Machida, Masahiko; Kato, Koichiro*; Shiga, Motoyuki
Journal of Chemical Physics, 148(10), p.102324_1 - 102324_11, 2018/03
Times Cited Count:19 Percentile:71.35(Chemistry, Physical)The isotopologs of liquid water, HO, DO, and TO, are studied systematically by first principles PIMD simulations, in which the whole entity of the electrons and nuclei are treated quantum mechanically. The simulation results are in reasonable agreement with available experimental data on isotope effects, in particular, on the peak shift in the radial distributions of HO and DO and the shift in the evaporation energies. It is found that, due to differences in nuclear quantum effects, the H atoms in the OH bonds more easily access the dissociative region up to the hydrogen bond center than the D (T) atoms in the OD (OT) bonds. The accuracy and limitation in the use of the current density-functional-theory-based first principles PIMD simulations are also discussed. It is argued that the inclusion of the dispersion correction or relevant improvements in the density functionals are required for the quantitative estimation of isotope effects.
Shiga, Motoyuki; Shinoda, Wataru*
Journal of Chemical Physics, 123(13), p.134502_1 - 134502_8, 2005/10
Times Cited Count:46 Percentile:81.65(Chemistry, Physical)In general, it has been a difficult issue to evaluate heat capacities of liquids and solids based on interatomic forces. This is because heat capacity involves a strong quantum effect especially at low temperatures. For example, it is known that conventional classical molecular dynamics method overestimates the heat capacity of water. In this report, we show that heat capacity can be calculated by path integral molecular dynamics method considering the quantum effect. The calculated heat capacities for the three states of water and its isotope effect have been found in good agreement with experiment at wide temperature range.
Shiga, Motoyuki
Ansanburu, 7(2), p.21 - 25, 2005/04
In general, quantitative estimation of heat capacity has been a difficult but an important issue in molecular simulation. This is because heat capacity involves quantum mechanics of atomic motions, particularly at the low temperature range. One of the useful approaches to such quantum systems is path integral simulation method. However, heat capacity, which is the dispersion of energy, is so computationally demanding that it was not feasible until the recent development of parallel computers and efficient algorithms. In this paper, we introduce a path integral molecular dynamics approach for the estimation of heat capacities, and apply this technique to three states of water.
Takayanagi, Toshiyuki; Shiga, Motoyuki
Physical Chemistry Chemical Physics, 6(13), p.3241 - 3247, 2004/07
Times Cited Count:29 Percentile:67.75(Chemistry, Physical)no abstracts in English
Shiga, Motoyuki; Takayanagi, Toshiyuki
Chemical Physics Letters, 378(5-6), p.539 - 547, 2003/09
Times Cited Count:7 Percentile:21.52(Chemistry, Physical)no abstracts in English
Wada, Akira; Takayanagi, Toshiyuki; Shiga, Motoyuki
Journal of Chemical Physics, 119(11), p.5478 - 5486, 2003/09
Times Cited Count:22 Percentile:57.9(Chemistry, Physical)no abstracts in English
Mikami, Taiji*; Shiga, Motoyuki; Okazaki, Susumu*
Journal of Chemical Physics, 115(21), p.9797 - 9807, 2001/12
Times Cited Count:27 Percentile:64.09(Chemistry, Physical)no abstracts in English
Shiga, Motoyuki; Tachikawa, Masanori*; Miura, Shinichi*
Journal of Chemical Physics, 115(20), p.9149 - 9159, 2001/11
Times Cited Count:120 Percentile:95.31(Chemistry, Physical)no abstracts in English
Shiga, Motoyuki; Tachikawa, Masanori*; Miura, Shinichi*
Chemical Physics Letters, 332(3-4), p.396 - 402, 2000/12
Times Cited Count:73 Percentile:89.19(Chemistry, Physical)no abstracts in English
Machida, Masahiko; Koyama, Tomio*; Tanaka, A.*; Tachiki, Masashi
Physica C, 331(1), p.85 - 96, 2000/03
Times Cited Count:37 Percentile:82.46(Physics, Applied)no abstracts in English
Tanaka, A.*; Machida, Masahiko
Physica C, 313(1-2), p.141 - 147, 1999/00
Times Cited Count:1 Percentile:8.71(Physics, Applied)no abstracts in English