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首页> 外文期刊>The Journal of Chemical Physics >Molecular dynamics studies of melting and liquid properties of ammonium dinitramide
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Molecular dynamics studies of melting and liquid properties of ammonium dinitramide

机译:二硝酰胺铵熔融和液体性质的分子动力学研究

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The melting point and some liquid properties of ammonium dinitramide (ADN),NH_4N(NO_2)_2,have been calculated using molecular dynamics calculations at various temperatures and pressures.The intramolecular potential for ADN was obtained from the AMBER 7 program and the intermolecular potential from Sorescu and Thompson [J.Phys.Chem.B 103,6714 (1999)].The simulations were performed for 3x2x4,5x4x6,and 6x4x8 supercells of ADN,The 3x2x4 supercell was found to be adequate for predicting the melting point;however,the larger simulation celsl were required to obtain converged results for the liqudi properties.This model accurately predicts teh temperature fo the solid-to-liquid transition in ADN,The melting point of crystaline AND has been determined by calculating the temperature ependence of the density,enthalpy,and radial distributin functions.The tempersture dependence of hte diffusion coefficient,calculated using equilibrium time-coreelation functions,shows a discontitinuity at the melting temperature and can also be usee to determine the melting point.The value of the normal melting temperature of the perfect crystal calculated from the change in density is in the range 474-476 K,compared to the experimetnally eetermined range 365-368 K.The difference is attributed to superheating of the perfect crystal.The superheating effect is eliminated by introducing voids in the crystal structure.Calculations of the temperature ependence fo fthe density fo a supercell with eight or more voids peridic a melting temperture in the range 366-368 K,which is in excellent agreement with the experimetnal value.melting temperature have been calculated for pressures up to 0.8 GPa,which is the highest experimental pressure for ADN reported by Russell et al.[J.Phys.Chem.B 100,3248 (1996)].The temperature dependence of the melting temperature on pressure is in excellent agreement with experiment.The temperature dependence of the diffusion and viscosity coefficient in teh liquid temperature range were also calculated.
机译:使用分子动力学计算方法在不同温度和压力下计算了二硝酰胺(ADN)NH_4N(NO_2)_2的熔点和某些液体性质。从AMBER 7程序获得ADN的分子内电势,并从Sorescu和Thompson [J.Phys.Chem.B 103,6714(1999)]。对3x2x4、5x4x6和6x4x8 ADN超级电池进行了仿真,发现3x2x4超级电池足以预测熔点;但是,该模型需要较大的模拟celsl才能获得液化特性的收敛结果。该模型可以准确预测ADN中固液转变的温度,并通过计算密度的温度依存度来确定结晶AND的熔点,焓和径向分布函数。使用平衡时间-相关函数计算的热扩散系数的温度依赖性显示出熔化时的不连续性根据密度确定的完美晶体的正常熔化温度值在474-476 K范围内,而在实验中确定的范围是365-368K。差异归因于完美晶体的过热。通过在晶体结构中引入空隙来消除过热效应。具有八个或更多空隙的超级电池的密度的温度表象的计算是在366-368的范围内进行的。 K,与实验值非常吻合。已计算出最高压力为0.8 GPa的熔融温度,这是Russell等人报道的ADN的最高实验压力[J.Phys.Chem.B 100,3248( 1996)]。熔融温度对压力的温度依赖性与实验非常吻合。在液体温度r下扩散和粘度系数的温度依赖性还计算了昂热。

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