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Application of the First-Principles Molecular Dynamics Method to the Study of Condensed Matter Physics under High Pressure

Application of the First-Principles Molecular Dynamics Method to the Study of Condensed Matter Physics under High Pressure
第一性原理分子动力学方法在高压凝聚态物理研究中的应用
批准号:
08454105
负责人:
TSUNEYUKI Shinji
金额:
$4.8万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (B)
财政年份:
1996
资助国家:
日本
项目状态:
已结题
起止时间:
1996 至 1997

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中文摘要
翻译
高压实验不仅在凝聚态物理和电子物理的基础研究中起着重要作用,而且在合成常压下无法实现的亚稳晶体的应用中也起着重要作用。然而,在超高压下对少量试样进行现场观测通常是非常困难的,因此,通过计算机模拟来提供理论支持变得越来越重要。在传统的第一性原理分子动力学(FPMD)方法的基础上,引入恒压方案,建立了一种不依赖于实验的预测高压下材料晶体结构和电子性质的方法,并开发了一个基于共轭梯度技术的FPMD方法的并行计算程序。我们还设计了一种寻找结构转变或化学反应过程过渡态的新方法。本程序已用于以下问题的研究:(1)石墨-c-金刚石和石墨-h-金刚石结构转变活化能的比较;(2)BCN异质金刚石材料设计,即可能结构和性质的预测,以及合成途径的建议;(3)碱掺杂C_(60)聚合物的结构优化和大尺度能带计算;(4)CaSi_2多晶型稳定性的压力依赖性;(5)SnI_4高压原子相可能结构的探索
英文摘要
High-pressure experiment has playd important role not only in fundamental research of condensed matter physics and geophysics but also in applications for synthesizing metastable crystals inaccessible at ambient pressure. In-situ obsesrvation of a small amount of specimen at ultra high pressure is, however, very difficult in general, so that theoretical suppport by computer simulations is getting morre and more important. This work aim at establishing the method of predicting crystal structures and electronic properties of materials under high pressure independently of experiments by introducing the constant pressure scheme into the traditional formalism of the First-Principles Molecular Dynamics (FPMD) method.We developed a parallelized computer code of the FPMD method with the conjugate-gradient technique for optimizing electronic structure. We also devised a new method of searching for the transition state of structural transformataion or chemical reaction processes. This computer code has been used for investigation of the following problems :(1) Comparison of the activation energies for graphite-to-c-diamond and graphite-to-h-diamond structural transformations(2) Material design of BCN heterodaimond, that is, prediction of the probable structures and their properties, and also proposal of synthesis paths(3) Structural optimization and large-scale band calculation of alkali-doped C60-polymers(4) Pressure dependence of the stability of polymorphs of CaSi_2(5) Search for probable structures of the high-pressurer atomic phase of SnI_4
期刊论文(25)
专著(0)
科研奖励(0)
会议论文
S.Tsuneyuki, T.Ogitsu, Y.Tateyama, K.Kusakabe and A.Kikuchi: "Possible Synthesis of Heavily Doped Diamond from Li Intercalated Graphite" in Advances in High Pressure Research in Condensed Matter (NISCOM,New Delhi, India, 1997). 104-108 (1997)
S.Ttsuneyuki、T.Ogitsu、Y.Tateyama、K.Kusakabe 和 A.Kikuchi:“Possible Synthesis of Heavily Doped Diamond from Li Intercalated Graphite”,《凝聚态高压研究进展》(NISCOM,印度新德里,1997 年)
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K.Kusakabe: "'Can Corrugated Si-Planes of CaSi_2Flatten under High Pressure?'" Proc.of Int Conf.on High Pressure Science and Technology(1997,Kyoto). in press.
K.Kusakabe:“Can Corrugated Si-Planes of CaSi_2Flatten under HighPressure?”Proc.of Int Conf.on HighPressure Science and Technology(1997,京都)。
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Y.Tateyama: ""Electronic States of BC_2N Heterodiamond(111)Superlattices"" Proceedings of International Conference on Silicon Carbide, III-nitrides and Related Materials-1997,. (in press.). 1
Y.Tateyama:“BC_2N Heterodiamond(111)Superlattices 的电子态””碳化硅、III族氮化物及相关材料国际会议记录-1997年,。
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Y.Tateyama: ""Proposed synthesis path for heterodiamond BC_2N"" Physical Review. B55. R10161-R10164 (1997)
Y.Tateyama:“异质金刚石 BC_2N 的拟议合成路径”物理评论。
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25
    Development of new methods of first-principles calculation
    • 批准号:
      17064003
    • 项目类别:
      Grant-in-Aid for Scientific Research on Priority Areas
    • 资助金额:
      $5.57万
    • 财政年份:
      2005
    • 负责人:
      TSUNEYUKI Shinji
    • 依托单位:
    Development of new method of electromic structure calculation for correlated electronic systems
    • 批准号:
      17064004
    • 项目类别:
      Grant-in-Aid for Scientific Research on Priority Areas
    • 资助金额:
      $58.56万
    • 财政年份:
      2005
    • 负责人:
      TSUNEYUKI Shinji
    • 依托单位:
    海外基金