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首页> 外文期刊>Japanese journal of applied physics >Three-dimensional covalent networks of sp~2 and sp~3 C atoms: energetics and electronic properties of polymerized diphenylmethane and tetraphenylmethane
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Three-dimensional covalent networks of sp~2 and sp~3 C atoms: energetics and electronic properties of polymerized diphenylmethane and tetraphenylmethane

机译:SP〜2和SP〜3 C原子的三维共价网络:聚合二苯基甲烷和四苯基甲烷的能量和电子性质

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摘要

Based on the density functional theory with the generalized gradient approximation, we investigate geometric and electronic structures of three-dimensional covalent organic frameworks of polymerized diphenylmethane and tetraphenylmethane in which phenyl and biphenyl are arranged in a tetrahedral manner connected via methane vertexes. These three-dimensional covalent networks are energetically stable with the total energy of 90 and 65 meV atom(-1) for diphenylmethane and tetraphenylmethane polymers, respectively, with respect to that of diamond. Polymerization reactions of diphenylmethane and tetraphenylmethane are endothermic with the reaction energy of 1.62 and 0.68 eV, respectively. These polymers have the peculiar electronic band structures in their valence and conduction states, which consist of the combination of the doubly degenerate flat band and two dispersive states forming a Dirac cone at the W point. The wavefunction analyzes and the simple tight-binding calculations reveal that the peculiar electron states are ascribed to the delicate balance between inter- and intra-phenyl/biphenyl pi electron transfers, indicating that these polymers could be regarded as the three-dimensional kagome or pyrocroa networks with the internal degree of freedom. (C) 2019 The Japan Society of Applied Physics
机译:基于密度函数理论具有广义梯度近似,研究了聚合的二苯基甲烷和四苯基甲烷的三维共价有机骨架的几何和电子结构,其中苯基和联苯以通过甲烷顶点连接的四面体方式排列。对于二苯基甲烷和四苯基甲烷聚合物,这些三维共价网络具有90和65meV原子(-1)的总能量,相对于金刚石的总能量。二苯基甲烷和四苯基甲烷的聚合反应分别具有1.62和0.68eV的反应能量的吸热。这些聚合物在其价和传导状态下具有特殊的电子带结构,其包括双退化的扁平带和两个分散状态的组合,在W点处形成狄拉科锥体。挥发性分析和简单的紧密结合计算表明,诸如苯基/联苯基PI电子转移和内苯基/联苯基PI电子转移之间的微妙平衡,表明这些聚合物可以被视为三维kagome或吡咯基具有内部自由度的网络。 (c)2019年日本应用物理学会

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  • 来源
    《Japanese journal of applied physics》 |2019年第8期|085001.1-085001.6|共6页
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    Univ Tsukuba Grad Sch Pure & Appl Sci 1-1-1 Tennodai Tsukuba Ibaraki 3058571 Japan;

    Univ Tsukuba Grad Sch Pure & Appl Sci 1-1-1 Tennodai Tsukuba Ibaraki 3058571 Japan;

    Univ Tsukuba Grad Sch Pure & Appl Sci 1-1-1 Tennodai Tsukuba Ibaraki 3058571 Japan;

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