首页> 外文期刊>Advances in Physics Theories and Applications >Solution of Morse Potential for Face Centre Cube Using Embedded Atom Method
【24h】

Solution of Morse Potential for Face Centre Cube Using Embedded Atom Method

机译:嵌入式原子法求解人脸中心立方体的莫尔斯电势

获取原文
           

摘要

The various methods as used in generating values for the Morse potential parameters involved heavy computational simulations and complex fitting to bulk properties of crystals. These identified problems had prompted us to evolve an analytical method for determining the Morse potential parameters for face centered cubic. In this method, the equilibrium values of the bulk parameters of some selected face centered cubic are fitted to the embedded atom method parameters. The experimental physical inputs are made up of the bulk modulus, lattice constants, elastic constants and the vacancy formation energy. Numerical calculations carried out to determine the fitness of the total energy from the Morse potential showed the fundamental properties of this potential. The values of the Morse potential parameters obtained from the derived analytic expressions were used to calculate the compressibility and the constant for face centered cubic, (fcc), crystals at room temperature. The results generated for these parameters agreed well with the experimental values found in literature. KEY WORDS: Morse Potential, Face Centered Cube, Embedded Atom Method, Lattice Constant, Elastic Constants, Vacancy Formation Energy, constant Compressibility.
机译:用于产生莫尔斯电势参数值的各种方法涉及大量的计算模拟和对晶体整体性质的复杂拟合。这些已发现的问题促使我们发展了一种分析方法,用于确定面心立方的莫尔斯电势参数。在这种方法中,将某些选定的面心立方的体参数的平衡值拟合到嵌入的原子方法参数。实验物理输入由体积模量,晶格常数,弹性常数和空位形成能组成。确定莫尔斯电势总能量适合度的数值计算显示了该电势的基本特性。从推导的解析表达式获得的莫尔斯电势参数值用于计算室温下面心立方晶体(fcc)的可压缩性和常数。这些参数产生的结果与文献中的实验值非常吻合。关键词:莫尔斯电势,面心立方,嵌入原子法,晶格常数,弹性常数,空位形成能,恒定可压缩性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号