Series Solution for Rotating Flow of an Upper Convected MaxwellFluid over a Stretching Sheet

The equations for two-dimensional flow of an upper convected Maxwell (UCM) fluid in a rotating frame are modeled. The resulting equations are first simplified by a boundary layer approach and then solved by a homotopy analysis method (HAM). Convergence of series solution is discussed through residual error curves. The results of the influence of viscoelastic and rotation parameters are plotted and discussed.     

A new finite element of spatial thin-walled beams

Based on the theories of Timoshenko＇s beams and Vlasov＇s thin-walled members, a new spatial thin-walled beam element with an interior node is developed. By independently interpolating bending angles and warp, factors such as transverse shear deformation, torsional shear deformation and their Coupling, coupling of flexure and torsion, and second shear stress are considered. According to the generalized variational theory of Hellinger-Reissner, the element stiffness matrix is derived. Examples show that the developed model is accurate and can be applied in the finite element analysis of thinwalled structures.     

夹层FGM圆柱壳在扭转载荷作用下的弹性稳定性

采用半解析方法研究了两端简支的功能梯度夹层圆柱壳在端部扭转载荷作用下的弹性稳定性.考虑圆柱壳的里外表层为均匀材料,中间层为材料性质沿厚度方向连续变化的功能梯度材料,并且在界面处的材料性质保持连续. 基于Flügge薄壳理论,建立了位移形式的结构静态屈曲控制方程.根据边界条件将位移表示为三角级数形式,获得包含柱壳端部扭转载荷参数的近似线性代数特征值问题,并通过数值方法求得了表征结构失稳特征的临界载荷. 数值结果表明,临界载荷随着半径与厚度比的增加而减小,随着功能梯度中间层的弹性模量的平均值的增加而增加.      

基因芯片数据标准化局部加权回归法权函数探究

局部加权回归方法(Lowess方法)作为一种较常见的基因芯片数据标准化方法涉及到众多的参数和权函数.对于权函数的选择一直以来都是采用三次权函数.因此本文从误差为重尾型的t分布出发,模拟不同自由度的基因芯片数据,然后选择不同的权函数对这些数据进行Lowess方法标准化,并利用残差平方和、标准化后的M和A值的相关系数及MA图作为评判标准,最终得到相关指标量与权函数的变化关系.     

激光冲击强化技术的发展和应用

激光冲击强化(又称激光喷丸)(LSP)通过强激光诱导的冲击波在金属材料表层引入残余压应力,从而抑制疲劳裂纹的萌生和发展,是一种新型的金属表面强化技术.介绍了激光冲击强化的机理和特点以及国内外的发展现状.着重分析了该技术在应用推广中亟待解决的设备研制、工艺改进等关键问题.总结了激光冲击强化技术在改善金属疲劳性能方面的应用前景.     

A new gravitational model for dark energy

A new gravitational model for dark energy is presented based on the model of de Sitter gauge theory of gravity. In the model, in addition to the cosmological constant, the homogeneous and isotropic torsion and its coupling with curvature play an important role for dark energy. The model may supply the universe with a natural transit from decelerating expansion to accelerating expansion.     

The symmetric amino-wagging band of hydrazine: Assignment and analysis

For the first time a weak fundamental symmetric amino-wagging band, ν₆, was assigned in the high-resolution Fourier-transform infrared spectrum of hydrazine. The analysis of the Fermi-type resonance between the ν₆ and the third excited torsional state, 3ν₇, is presented. A global fitting was carried out taking into account 3392 lines of the ν₆ band (for K′ from 0 to 10 and for all symmetry species) and 428 lines of the 3ν₇ band (for K′ from 3 to 9 and only for the symmetry species in resonance). For all 3820 rovibrational transitions the overall standard deviation of the fit of 0.019 cm⁻¹ was obtained. The band centers of the symmetric wagging state and the third torsional were determined at 795.137 and 860.138 cm⁻¹, respectively. Individual fits were also carried out for K′ from 3 to 8 for all symmetry species with much improved standard deviations. The effective group-theoretical Hamiltonian for the coupling between inversion and torsion states was used.     

顶空采样-毛细管气相色谱法分析格列美脲原料药中的溶剂残留

建立了顶空采样-毛细管气相色谱检测格列美脲原料药中溶剂残留的分析方法。对产自国内8个生产厂家的格列美脲样品中有机溶剂的残留状况进行了系统评价,结合药品生产工艺信息,确定了丙酮、乙酸乙酯、甲醇、异丙醇、乙醇、氯仿、甲苯、1,4-二氧六环、吡啶、氯苯、乙醚、二氯甲烷、正己烷和苯等14种有机溶剂为残留检测对象。根据被测组分在色谱柱上的保留性质将其分为两类,以实现基线分离。用Supelco-Wax极性色谱柱,以乙腈为内标物,分离检测了丙酮、乙酸乙酯、甲醇、异丙醇、乙醇、氯仿、甲苯、1,4-二氧六环、吡啶和氯苯的残留量;用Supelco OVI-G43弱极性色谱柱,以丁酮为内标,分离检测了乙醚、二氯甲烷、正己烷和苯的残留量。14种残留组分在各自的浓度范围内呈良好的线性关系(r=0.99167～0.99997,n=8),最低检出限范围为0.2～13.5 μg/g;14种残留组分检测的日间重复性(以相对标准偏差(RSD)计)为0.6%～9.2%(n=3),3种加标浓度的平均添加回收率为86.3%～104.1%(RSD为0.2%～5.3%,n=16)。实验结果表明,该方法简单、灵敏、可靠,适用于格列美脲中残留溶剂的分析确证。     

钛合金基体上TiN涂层的残余热应力分析

采用有限元方法分析TiN涂层的残余热应力,研究钛合金基体和涂层厚度对TiN涂层热应力分布的影响.结果表明:基体内以拉应力为主,涂层内以压应力为主,在明锐界面靠近自由边界处出现了剪切应力奇异场;当涂层厚度增加时,涂层的径向应力逐渐减少,而剪应力先增加随后又趋于平稳;涂层的径向应力随基体厚度增加而增加,当基体厚度超过1 mm时增加变得平缓.     

Fracture analysis for torsion problems of a composite cylinder with curvilinear cracks

The Salnt-Venant torsion problems of a composite cylinder with curvilinear cracks were investigated. By considering the bimaterial interface as a boundary of the outer bar or inner one, the problem was reduced to the solution of boundary integral equations on the crack, external boundary and interface. Using the new boundary element method, some typical torsion problems of a composite cylinder involving a straight or kinked crack were calculated. The obtained results were compared with data in the literature to show validity and applicability of the present method.