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1.The experimental results indicate that a near zero thermal expansion ceramic with good thermal shock resistance performance can be attained by adjusting x value,it is KSr 1/2 Zr 4P 6O 24 ,which have near zero expansion as well as near zero anisotropy in the lattice thermal expansion,its liner ecpansion coefficients a 20/1000 =0.8×10 -6 /℃.
实验结果表明 ,对于KSZP系列 ,调整组成可获得a2 0 / 10 0 0 =0 .8× 1 0 - 6 /℃的近零膨胀材料KSr1/ 2 Zr4 P6 O2 4 ,同时其热膨胀异向性也接近零 ,具有较好耐热冲击性 ;收藏指正
2.The complete photonic band gap in two-dimensional chessboard of non-Bravais lattice is calculated by the plane wave expansion method. The result shows that a gap width to midgap frequency ratio Δω/ω of chessboard non-Bravais lattice is almost 5 times that of the ordinary chessboard lattice, and the number of complete photonic band gaps is increased.
用平面波展开计算棋盘格子复式晶格的完全光子带隙,结果表明:棋盘格子复式晶格的完全光子带隙的Δω/ω比值几乎是普通棋盘格子的5倍,完全光子带隙的个数也增加.收藏指正
3.The multi-spin correlation function of the Ising model on Bethe-type lattice is calculated with combinatorial approach and graph expansion method.
采用组合近似和图形展开技术计算了Bethe—type格子上Ising模型的多自旋关联函数。收藏指正
4.By gaining the moment equations from lattice Boltzmann equation and using Chapman-Enskog expansion, the fluid dynamices equation and energy equation of 13-bit lattice gas automata model with polyvelocity have been deduced. The validity of the model using for non-isothermal fluid dynamics has been proved.
近十年来,细胞自动机已在流体力学的研究中取得了进展,应用13-bit多速格子气自动机模型,在由格子Boltzmann方程求得矩方程的基础上,根据Chapman-Enskog展开方法,导出了该模型的宏观热流体力学方程,从理论上证明了所建模型对热流体力学问题描述的正确性。收藏指正
5.The order parameter Ep=<trUp> of the lattice SU(2 )-Higgs model in four dimensions is calculated using the cumulant expansion to the fourth order approximation. The Higgs field is in the fundamental representation. An approach for determining two variational parameters is developed.
在四维空间对格点SU(2)-Higgs模型的序参量Ep=〈trUp〉?〉用累积展开计算到四级近似.Higgs场为基础表示.发展了定双变分参数的办法.得到的相图与蒙特卡罗结果有好的符合.收藏指正
6.The variational-cumulant expansion method has been extended to the case of lattice SU(3) Wilson model.
变分-累积量展开方法推广到研究SU(3)格点Wilson模型.收藏指正
7.A Laplace expansion formula for the determinant of lattice matrices is given. The relationship of a lattice matrice with its adjoint matrice and determinant is studied. Using determinant of lattice matrices, the Cramer rule of linear equation group,which takes the lattice element as its coefficient, is presented, also.
研究了完全分配格上的矩阵及其行列式的性质,给出了格矩阵的行列式的"拉普拉斯展开"计算式,研究了格矩阵及其伴随矩阵与行列式的关系,并用格矩阵的行列式给出了以格元素为系数的线性方程组的"克兰姆法则".收藏指正
8.The lattice U(1) and U(1) - Higgs models with Symanzik action are analytically studied at finitetemperature by variational cumulant expansion(VCE) and the Polyakov lines <L> and the critical index β are cal-culated.
本文用变分累积展开方法(VCE)解析研究了Symanzik作用量形式的有限温度格点U(1)及定模U(1)-Higgs规范模型,并计算了序参量Polyakov线〈L〉及临界指数β。收藏指正
9.Using the modified analytic EAM (MAEAM) potentials proposed by Hu et al and lattice dynamics method, the universe physical properties (such as phonon spectra, state density, specific heat, Debye temperature, Griinsisen constant and expansion coefficient) are studied systematically, and compared with experimental data.
本文运用胡望宇等提出的改进分析型嵌入原子模型,结合晶格动力学方法,系统地研究了Bcc,Fcc和Hcp三种典型结构金属元素的基本物理性能(声子谱、声子态密度、比热、德拜温度、格律乃森常数、热膨胀系数),并与实验结果进行了比较。收藏指正
10.The structural and thermodynamic properties of zinc-blende phase of GaN have been investigated systematically using the molecular dynamics method with Buckingham potential model. These properties including lattice constant, phase transition pressure (from the zinc-blende to the rock-salt structure), thermal expansion, isothermal bulk modulus, and heat capacity at constant pressure were calculated in a wide range of temperatures (300—3000?K) and pressures (0—65?GPa).
利用分子动力学方法和Buckingham经验势模型对重要半导体材料GaN立方闪锌矿相的晶格常数、相变压力(从闪锌矿到岩盐结构)、热膨胀、等温体模量、定压热容等结构和热力学特性在300—3000K的温度范围和0—65GPa的压力范围内进行了研究.收藏指正
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