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本文用计算机制作的模拟Fe75P25非晶态合金的结构模型为初始位形,应用准动态平衡边界条件、截尾Morse势对体系进行了松弛(能量极小化)计算。得到了松弛前后模型的能量、简约径向分布函数、配位数、角分布及均匀性,讨论了Fe75P25非晶态合金的短程序。In this paper, the model that we constructed to simulate the structure of Fe75P25 is taken as the primary configuration. Then this configuration is subjected to relaxation under the quasi-dynamic equilibium boundary through th tail-truncated Morse potential (energy minimization). The total energy, reduced distribution function coordination number, angular distribution function and homogeneity are obtained from the calculated data. The short lange order in amorphous alloy Fe75P25 is disclssed.







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