快速加载下TNT材料中绝热剪切带的细观研究

本文对快加载后的国产ＴＮＴ材料，采用光学显微镜和扫描电镜观察，研究了其显微组织，结果表明：在快速加载条件下材料中有绝热剪切带生成。剪切带在细观上的表现形式为：（１）以应变高度集中，晶粒剧烈扭曲为特征的细观组织形貌；（２）在局部区域，晶粒被急剧拉长，形成粗亮而边界清晰的剪切带。在快速加载条件下ＴＮＴ材料中绝热剪切带的产生同时取决于应变和应变切带。在快速的加载条件ＴＮＴ材料中绝热剪切带的产生同时决于应     

An Approximate Lie Group Investigation into the Spreading of a Liquid Drop on a Slowly Dropping Flat Plane

The approximate Lie group method is used to investigate the evolutionof the free surface of a thin liquid drop on a slowly dropping flat plane. Surfacetension effects are ignored. A group classification is performed to determine the rateat which the plane drops. An approximate group invariant solution is then calculatedfor the free surface of an evolving liquid drop on the slowly dropping flat plane. Animportant parameter in the solution is the initial angle of the plane. For small anglesthere is no significant difference in the drop profile. For larger angles, changes in thedrop profile and rate of spreading are significant.     

Axi-symmetric bodies of equal material in contact under torsion or shift

Summary Two axi-symmetric bodies are pressed together, so that their axes of symmetry coincide with the contact normal and the normal force is held constant. A small torque about the contact normal or a small tangential force is applied. For bodies of equal material, the normal and tangential stress states are uncoupled, and can solved separately. The surfaces of the bodies are thought as a superposition of infinitesimal rigid flat-ended punches. Consequently, the normal stress distribution can be calculated as a summation of differential flat punch solutions. A formula results, which is identical with the solution of Green and Collins. After application of a torque an annular sliding area forms at the border of the contact area. For reasons of symmetry, the common displacement of the inner stick area must be a rigid body rotation. Similarly to the normal problem, the solution can be thought as a superposition of rigid punch rotations. The tangential solution can be derived analogically, in form of a superposition of rigid punch displacements. The present method also solves the problem of simultanous normal and torsional or tangential loading with complete adhesion. As an example, Steuermann's problem for polynomial surfaces of the formA _2nr²ⁿis solved. The solutions for constant normal forces can be used as basic functions for loading histories with varying normal and tangential forces.     

On Stability of Gorenstein Categories

We show that an iteration of the procedure used to define the Gorenstein projective modules over a ring R yields exactly the Gorenstein projective modules. Specifically, given an exact sequence of Gorenstein projective left R-modules G = … → G ₁ → G ₀ → G ⁰ → G ¹ → … such that the complex Hom _R (G, H) is exact for each projective left R-module H, the module Im(G ₀ → G ⁰) is Gorenstein projective. We also get similar results for Gorenstein flat left R-modules when R is a right coherent ring. As applications, we obtain the corresponding results for Gorenstein complexes.     

一类射影平坦芬斯勒度量

In this paper, the authors study a class of Finsler metric defined by a Rieman- nian metric and a 1-form. We find a necessary and sufficient condition for the metric to be prejectively flat.     

低碳钢等多晶材料试样的滑移带形式

低碳钢等多晶材料的试样在单向拉伸时,表面出现滑移带.一些参考文献中将单向拉伸的滑移带画成网格状,是不准确的.拉伸试样屈服时,不出现网格状的滑移带.建议作相应修改.     

Experimental investigation on the flow over normal flat plates with various corner shapes

The influence of corner modification on the flow over normal flat plates is experimentally investigated in a water tunnel. Particle image velocimetry measurement is performed at Re = 2240 based on the width of the plate. Besides the flat plate with sharp edges, others with chamfered corners, rounded corners and stepped corners at the windward side are studied. Although the flat plate is very thin compared with square cylinders, corner modification can also achieve a significant drag reduction. The mechanism for the drag reduction is explored based on the solid analysis of the vortical structures and the statistical parameters. With corner modification, the strength and the scale of the vortex are decreased, while the formation of the vortex is postponed, resulting in a weakened vortex-interaction process. Thus, the fluctuation intensity of the wake is weakened, the wake width is narrowed down with the recirculation region elongated, and the vortex shedding frequency becomes higher. These modifications interpret well how the drag of a normal plate could be reduced, which is confirmed by the drag estimation from the wake profiles.     

Phonon-assisted optical bands of nanosized powdery SrAl2O4:Eu crystals: Evidence of a multimode Pekarian

A stoichiometric powder composed of nanosized grains of SrAl₂O₄:Eu²⁺ was synthesized by combustion method at 500 °C with the subsequent calcination at 1000 °C. The zero-phonon line position, parameter of the Stokes shift, heat release factor and effective phonon energy were studied experimentally and analyzed in the framework of the multimode Pekar–Huang–Rhys model. Experimental data show that the optical 4f–5d$4f\text{–}5d$ transitions in Eu²⁺ ion exhibit a broad asymmetric electron–vibrational bands with a pronounced structure near the maxima. The form-function of the absorption and luminescence bands are theoretically analyzed in the framework of the model of the linear electron–vibrational interaction assuming strong coupling with the local vibration (estimated Pekar–Huang–Rhys parameter a=2S=10$a=2S=10$ and frequency ?ω=509 cm⁻¹$?\omega =509{\text{cm}}^{-1}$) and relatively weak interaction with the crystal phonons. The last results in an effective temperature dependent broadening of the discrete lines corresponding to the local vibrations and to a specific shape of the whole phonon assisted band (multimode Pekarian). Providing specific interrelation between the key parameters the calculated absorption and luminescence bands exhibit peculiar temperature dependent structured peaks in a qualitative agreement with the experimental data.     

Heat Transfer Enhancement from A Rectangular Flat Plate With Constant Heat Flux in Pulsating Flows

Experiments have been carried out to study heat transfer enhancement from a heated rectangular flat plate in pulsating flows. A heat transfer empirical formula of the heated rectangular flat plate in pulsating flows was developed that correlates the heat transfer enhancement factor to the Womersley number (α = 3.3–23.8), the Reynolds number (Re = 527–4,217), and the pressure coefficient (C _p  = 41.3–31,644.6). The results demonstrate that heat transfer from the rectangular flat plate was enhanced significantly under proper conditions. In addition, the influence of the Reynolds number on the heat transfer enhancement factor increases as the pressure amplitude increases.