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Quantum path-integral study of the phase diagram and isotope effects of neon

机译:氖的相图和同位素效应的量子路径积分研究

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The phase diagram of natural neon has been calculated for temperatures in the range of 17-50 K and pressures between 10(-2) and 2x10(3) bar. The phase coexistence between solid, liquid, and gas phases has been determined by the calculation of the separate free energy of each phase as a function of temperature. Thus, for a given pressure, the coexistence temperature was obtained by the condition of equal free energy of coexisting phases. The free energy was calculated by using nonequilibrium techniques such as adiabatic switching and reversible scaling. The phase diagram obtained by classical Monte Carlo simulations has been compared to that obtained by quantum path-integral simulations. Quantum effects related to the finite mass of neon cause that coexistence lines are shifted toward lower temperatures when compared to the classical limit. The shift found in the triple point amounts to 1.5 K, i.e., about 6% of the triple-point temperature. The triple-point isotope effect has been determined for Ne-20, Ne-21, Ne-22, and natural neon. The simulation data show satisfactory agreement to previous experimental results, which report a shift of about 0.15 K between triple-point temperatures of Ne-20 and Ne-22. The vapor pressure isotope effect has been calculated for both solid and liquid phases at triple-point conditions. The quantum simulations predict that this isotope effect is larger in the solid than in the liquid phase, and the calculated values show nearly quantitative agreement to available experimental data.
机译:天然霓虹灯的相图已针对17-50 K范围内的温度和10(-2)至2x10(3)bar的压力计算得出。固相,液相和气相之间的相共存已经通过计算每个相的独立自由能随温度的变化而确定。因此,对于给定的压力,通过共存相的自由能相等的条件获得共存温度。通过使用绝热切换和可逆缩放等非平衡技术来计算自由能。通过经典的蒙特卡洛模拟获得的相图已与通过量子路径积分模拟获得的相图进行了比较。与经典的极限相比,与氖的有限质量有关的量子效应导致共存线向更低的温度移动。在三相点中发现的位移为1.5K,即约为三相点温度的6%。已经确定了Ne-20,Ne-21,Ne-22和天然氖的三点同位素效应。模拟数据显示出与先前的实验结果令人满意的一致性,先前的实验结果表明,Ne-20和Ne-22的三点温度之间约相差0.15K。已计算出三点条件下固相和液相的蒸气压同位素效应。量子模拟预测该同位素效应在固体中要比在液相中大,并且计算值表明与可用的实验数据几乎定量一致。

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