Evolution of the 251 cm-1 temperature in infrared phonon mode with Ba0.6K0.4Fe2As2

The far-infrared optical reflectivity of an optimaUy doped Ba1-xKxFe2As2 （x = 0.4） single crystal is measured from room temperature down to 4 K. We study the temperature dependence of the in-plane infrared-active phonon at 251 em-1. This phonon exhibits a symmetric line shape in the optical conductivity, suggesting that the coupling between the phonon and the electronic background is weak. Upon cooling down, the frequency of this phonon continu- ously increases, following the conventional temperature dependence expected in the absence of a structural or magnetic transition. The intensity of this phonon is temperature independent within the measurement accuracy. These observa- tions indicate that the structural and magnetic phase transition might be completely suppressed by chemical doping in the optimally doped Bao.6Ko.4Fe2As2 compound.     

A Generalization of F-Expansion Method and Its Application to （2＋l）-Dimensional Boussinesq Equation

A new generalized F-expansion method is introduced and applied to the study of the （2＋1）-dimensional Boussinesq equation. The further extension of the method is discussed at the end of this paper.     

The Periodic Wave Solutions for Two Nonlinear Evolution Equations

By using the F-expansion method proposed recently, the periodic wave solutions expressed by Jacobi elliptic functions for two nonlinear evolution equations are derived. In the limit cases, the solitary wave solutions and the other type of traveling wave solutions for the system are obtained.     

关于椭圆曲线E_D:y~2=x~3-D~2x的BSD猜想

本文证明了形如ｙ~２＝ｘ~３－ｐ-１~２…ｐ-ｎ~２ｘ的一类椭圆曲线的Ⅲ群２-分支在一定条件下同构于 Ｚ／２Ｚ × Ｚ／２Ｚ,其阶为 ４,与Ｌ函数部分的相应结果和 Ｒｕｂｉｎ Ｋ．关于有复乘的椭圆曲线的重要结果一起,我们知道ＢＳＤ猜想对本文定理中的椭圆曲线成立．     

Kaehler乘积流形中的半斜子流形

半斜子流形是全纯子流形和全实子流形的推广.主要讨论了Kaehler乘积流形中的乘积半斜子流形,并对其分类;再推广到一般的不变半斜子流形的情况 ,并对其分类.在研究上述情况时,还讨论了其中的特殊情况 ,并对其分类.     

BMI/DDE/F-51 环氧树脂的固化及其热稳定性

以双马来酰亚胺(BMI)/二氨基二苯醚(DDE)组合固化剂对酚醛环氧树脂(F-51)进行固化,得到了BMI/DDE/F-51 固化体系,将该体系与单一固化剂固化的 BMI/F-51、DDE/F-51 体系进行比较,探求其固化机理和热稳定性.用差示扫描量热仪(DSC)研究了BMI/DDE/F-51 的固化反应动力学,求得固化反应表观活化能 Ea=60.86 kJ/mol、碰撞因子 A=2.04×106s-1和反应级数 n=0.89;用傅里叶变换红外光谱(FT-IR)对反应历程进行了探讨;用热失重分析仪(TGA)研究BMI/DDE/F-51 固化树脂的热分解动力学,确定了热稳定性能良好的耐高温环氧树脂新体系,其热分解反应表观活化能为 BMI/F-51 或 DDE/F-51 固化体系的3倍以上,达 166.08 kJ/mol.     

力法去弹性支座多余约束的一种处理方式

针对带弹性支座多余约束结构力法计算问题,在分析弹性支座计算特点基础上,提出一种解除弹性支座固定支点约束、保留完整弹簧作为基本结构一部分的去弹性支座多余约束处理思路,一方面便于利用原结构弹簧固定支点处已知的零位移条件建立形式统一、意义明确的力法典型方程,方程系数和自由项均为基本结构中弹簧解除约束点处的绝对位移;另一方面弹簧变形对计算的影响限于主系数,将弹簧看作附着于基本结构的轴力单元,主系数可由杆件弯曲变形产生的主位移与弹性支座柔度系数叠加得到。解除支座固定支点的去多余约束方式对拉压弹性支座、转动弹性支座及刚性支座均适用,可规范力法求解过程和提高计算效率。

     

边界类光的常r阶F-平均曲率类空超曲面

设■是以(n-1)-维圆球面为类光边界的紧致类空Wullf形,对应的F(t(v))是Hⁿ上的满足某凸条件的旋转不变函数.本文利用度量扰动和积分公式的方法,证得Lⁿ⁺¹中与■相切于边界且有常r阶F-平均曲率(2≤r≤n)的类空超曲面必为W₍F(t)).     

立方非线性Schrodinger方程的Jacobi椭圆函数周期解

本文利用F-展开法,求出了立方非线性Schrodinger方程的由Jacobi椭圆函数表示的行波解;并且在极限情况下,得到了方程的孤波解.     

多层连锁不平衡的齐一性检验

In this article, using the likelihood score theory extended to nuisance parameters we derive a new homogeneity score test for comparing linage disequilibrium across several strata. Power and sample size formulae are also obtained.