87 resultados para Unicode
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A series of experiments have been conducted on cruciform specimens to investigate fatigue crack growth from circular notches under high levels of biaxial stress. Two stress levels (Δσ1= 380 and 560 MPa) and five stress biaxialities (λ=+1.0, +0.5, 0, −0.5 and −1.0; where λ=σ2/σ1 were adopted in the fatigue tests in type 316 stainless steel having a monotonic yield strength of 243 MPa. The results reveal that fatigue crack growth rates are markedly influenced by both the stress amplitude and the stress biaxiality. A modified model has been developed to describe fatigue crack growth under high levels of biaxial stress.
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Optimized trial functions are used in quantum Monte Carlo and variational Monte Carlo calculations of the Li2(X 1Σ+g) potential curve. The trial functions used are a product of a Slater determinant of molecular orbitals multiplied by correlation functions of electron—nuclear and electron—electron separation. The parameters of the determinant and correlation functions are optimized simultaneously by reducing the deviations of the local energy EL (EL Ψ−1THΨT, where ΨT denotes a trial function) over a fixed sample. At the equilibrium separation, the variational Monte Carlo and quantum Monte Carlo methods recover 68% and 98% of the correlation energy, respectively. At other points on the curves, these methods yield similar accuracies.
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Dilatational plastic equations, which can include the effects of ductile damage, are derived based on the equivalency in expressions for dissipated plastic work. Void damage developed internally at the large-strain stage is represented by an effective continuum being strain-softened and plastically dilated. Accumulation of this local damage leads to progressive failure in materials. With regard to this microstructural background, the constitutive parameters included for characterizing material behaviour have the sense of internal variables. They are not able to be determined explicitly by macroscopic testing but rather through computer simulation of experimental curves and data. Application of this constitutive model to mode-I cracking examples demonstrates that a huge strain concentration accompanied by a substantial drop of stress does occur near the crack tip. Eventually, crack propagation is simulated by using finite elements in computations. Two numerical examples show good accordance with experimental data. The whole procedure of study serves as a justification of the constitutive formulation proposed in the text.
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An empirical study is made on the fatigue crack growth rate in ferrite-martensite dual-phase (FMDP) steel. Particular attention is given to the effect of ferrite content in the range of 24.2% to 41.5% where good fatigue resistance was found at 33.8%. Variations in ferrite content did not affect the crack growth rate when plotted against the effective stress intensity factor range which was assumed to follow a linear relation with the crack tip stress intensity factor range ΔK. A high corresponds to uniformly distributed small size ferrite and martensite. No other appreciable correlation could be ralated to the microstructure morphology of the FMDP steel. The closure stress intensity factor , however, is affected by the ferrite content with reaching a maximum value of 0.7. In general, crack growth followed the interphase between the martensite and ferrite.
Dividing the fatigue crack growth process into Stage I and II where the former would be highly sensitive to changes in ΔK and the latter would increase with ΔK depending on the ratio. The same data when correlated with the strain energy density factor range ΔS showed negligible dependence on mean stress or R ratio for Stage I crack growth. A parameter α involving the ratio of ultimate stress to yield stress, percent reduction of area and R is introduced for Stage II crack growth so that the data for different R would collapse onto a single curve with a narrow scatter band when plotted against αΔS.
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The creep and relaxation behaviour of laminated glass fibre reinforced plastics (GRP) in three-point bending were studied both experimentally and analytically. Creep and relaxation experiments were carried out on eight types of specimens, consisting of glass fibre fabric reinforced epoxy beams. While the bending deflexion and creep strains were measured in the creep tests, the load and relaxation strain were recorded in the relaxation tests. Marked creep effects were seen in the tests, where the environment temperature was 50°C and the period of the measurement was 60 min. An attempt to predict the creep deflexion and relaxation behaviour was made. The transverse shear effect on creep deflexion was taken into account. The predicted results were compared with experimental ones. They were found to be in reasonable agreement, but the linearization assumption, upon which the relaxation behaviour analysis was based, appears to lead to larger inaccuracies in the results.
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A crack intersecting an interface between two dissimilar materials may advance by either penetrating through the interface or deflecting into the interface. The competition between deflection and penetration can be assessed by comparison of two ratios: (i) the ratio of the energy release rates for interface cracking and crack penetration; and (ii) the ratio of interface to material fracture energies. Residual stresses caused by thermal expansion misfit can influence the energy release rates of both the deflected and penetrating crack. This paper analyses the role of residual stresses. The results reveal that expansion misfit can be profoundly important in systems with planar interfaces (such as layered materials, thin film structures, etc.), but generally can be expected to be of little significance in fiber composites. This paper corrects an earlier result for the ratio of the energy release rate for the doubly deflected crack to that for the penetrating crack in the absence of residual stress.
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This paper presents a summary of the authors' recent work in following areas: (1) The stress-strain fields at crack tip in Reissner's plate. (2) The calculations of the stress intensity factors in finite size plates. (3) The stress-strain fields at crack tip in Reissner's shell. (4) The calculations of the stress intensity factors and bulging coefficients in finite size spherical shells. (5) The stress-strain fields along crack tip in three dimensional body with surface crack. (6) The calculation of stress intensity factors in a plate with surface crack.
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The strain energy density criterion is used to characterize subcritical crack growth in a thin aluminum alloy sheet undergoing general yielding. A finite element analysis which incorporates both material and geometrical nonlinear behaviors of the cracked sheets is developed to predict fracture loads at varying crack growth increments. The predicted results are in excellent agreement with those measured experimentally, thus confirming the validity of the strain energy density criterion for characterizing ductile crack propagation.
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Near threshold, mixed mode (I and II), fatigue crack growth occurs mainly by two mechanisms, coplanar (or shear) mode and branch (or tensile) mode. For a constant ratio of ΔKI/ΔKII the shear mode growth shows a self-arrest character and it would only start again when ΔKI and ΔKII are increased. Both shear crack growth and the early stages of tensile crack growth, are of a crystallographic nature; the fatigue crack proceeds along slip planes or grain boundaries. The appearance of the fracture surfaces suggest that the mechanism of crack extension is by developing slip band microcracks which join up to form a macrocrack. This process is thought to be assisted by the nature of the plastic deformation within the reversed plastic zone where high back stresses are set up by dislocation pile-ups against grain boundaries. The interaction of the crack tip stress field with that of the dislocation pile-ups leads to the formation of slip band microcracks and subsequent crack extension. The change from shear mode to tensile mode growth probably occurs when the maximum tensile stress and the microcrack density in the maximum tensile plane direction attain critical values.
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该文主要是在三维面-面接触离散刚体单元模型基础上,提出考虑可变形、断裂三维离散单元模型,并推导其相应的物理方程及运动方程.在已有划分块体单元计算算法基础上,对单元的自动划分算法作了相应改进.针对具有倾斜表面边坡坡体,可以利用堆积法自动划分块体单元,更加贴近工程实际应用,使三维离散单元法程序应用更广.
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热喷涂构件中的热残余应力分布对其使用寿命的影响很大,在涂层和基底之间加入功能梯度材料可以降低构件中的热残余应力。本文用数值方法研究了热喷涂涂层-基底结构中孔隙率的随机分布对结构中热残余应力的影响,以及结构中热残余应力和界面裂纹的应力强度因子与功能梯度层层数之间的关系,并与实验结果相验证。论文由四部分组成。首先,介绍了热喷涂技术的发展历史和目前的主要应用、热喷涂产品中存在的问题以及研究和解决这些问题的方法。其次,研究了涂层中随机分布的孔隙对构件中热残余应力的影响,第三,分析了功能梯度层分层的层数对构件中热残余应力的影响,最后,分析了功能梯度层分层的层数对构件界面裂纹应力强度因子的影响。主要结论为:在期望和方差相同的情况下,涂层中的孔隙率呈高斯分布还是呈均匀分布,对涂层-功能梯度层-基底中的热残余应力的分布影响不大;在基底、涂层和功能梯度层的相对厚度不变的情况下,功能梯度层的层数愈多(即材料性质的过渡愈平缓),涂层-(功能梯度层)-基底结构中的热残余应力愈小;在基底、涂层和功能梯度层的相对厚度不变的情况下,功能梯度层分层的层数愈多,涂层-(功能梯度层)-基底结构的界面裂纹的应力强度因子愈小。
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本文的研究成果是世界上第一台热压缩机驱动的液氮温区脉冲管制冷机.它的主要特点是采用热压缩机来驱动脉冲管制冷机,主要研究目标有以下两个:无阀压缩机驱动的高效率液氦温区制冷机和使用最小容积的氦3得到低于2K的最低温度.热压缩机的设计与VM制冷机类似,利用室温和液氮之间的温差产生压力波,但一个重要的发明是功传递管的引入使得本系统中的热压缩机没有低温下的运动部件.使用这种设计也是一个全新的研究,它的重要性可以与脉冲管的引入取消了制冷机低温下的运动部件比拟.笔者进行了最初原型的调试,提出并完成了两次重要改进;最后在压比小于1.3的情况下成功地获得了3.5K的最低温度;为以后的发展打下了好的基础.
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本文针对发展新一代步兵战车复合材料履带板所面临的关键问题,结合其实际受载特点,设计制备了冲击疲劳实验加载装置,并着重从实验设计及机理分析上进行细致深入的探索,揭示了Al_2O_3/LC_4复合材料冲击疲劳破坏的微观过程和机理。首先分别对SiC_P/LC_4、Al_2O_(3P)/LC_4 及基体 LC_4 进行了显微组织的观察与定量分析,并对其拉伸、三点弯曲破坏过程进行了在位观察,结合其断裂形貌的观察与分析,揭示出颗粒增强铝基复合材料断裂破坏的根本原因是颗粒的聚集及脆性相在晶界的严重偏聚。针对这一结论,给材料制备单位提出工艺改进意见。对工艺改进后制备的复合材料进行常规力学性能的测试,结果表明,其拉伸性能明显优于改进前制备的相应材料。为了进行冲击疲劳的实验研究,在分析步兵战车履带板实际受载特点的基础上,自行设计制备了冲击疲劳实验的加载装置。主要包括主体框架和测量系统,前者与小型振动系统配合使用可以实现冲击能量为 0.3J、冲击频率为 1Hz、冲击速度为 0.6m/s 的多次冲击实验;后者可以准确记录下任意时刻的冲击载荷波形及冲击疲劳载荷的循环数。为了考察颗粒与加载速率对复合材料疲劳机理的影响,实验研究了 Al_2O_3/LC_4 复合材料和 LC_4 纯基体材料在冲击疲劳和常规疲劳过程中裂纹的扩展过程及扩展速率。综合结果发现:与LC_4纯基体材料相比,Al_2O_3/LC_4复合材料疲劳裂纹扩展得更为迅速。复合材料中,由于颗粒的加入,两种疲劳方式下袭纹都发生严重偏转;裂纹经过颗粒时,多数是绕过,少数是切过颗粒;冲击疲劳裂纹扩展速率明显高于常规疲劳裂纹扩展速率。纯基体材料中,两种加载方式下,裂纹基本都以穿晶的方式扩展,裂纹常常表现为小锯齿状;冲击疲劳裂纹尖端的塑性变形程度比常规疲劳更大;冲击疲劳裂纹比常规疲劳裂纹更曲折,表现出多尺度的锯齿状(Zig-Zag)特征;冲击疲劳裂纹扩展速率高于常规疲劳的裂纹扩展速率。在基本实验的基础上,进一步对断口及裂纹扩展途径进行了微观观察和定量分析,最后综合全文的实验和统计结果,讨论了颗粒增强铝基复合材料的冲击疲劳机理。复合材料疲劳裂纹扩展速率的提高主要与裂纹的偏转有关,裂纹更倾向于沿着颗粒与基体的界面扩展;两种材料的疲劳裂纹扩展速率均随加载速率的增加而增加,呈现加载速率的反作用。加载方式的改变,一方面,由于冲击情况下载荷持续时间降低,使裂纹扩展速率降低;另一方面,加载速率的提高使得断裂韧性值降低,材料变脆,裂纹扩展速率升高。这两个方面相互影响,相互竞争,决定实际的裂纹扩展速率。两种材料中,不同加载速率下的疲劳裂纹扩展的微观机制基本一致,没有明显的本质区别。
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该文利用数值模拟和理论分析的方法,研究了微重力下环境气体中的惰性气体辐射再吸收特性和环境压力等参数对火焰沿薄燃料表面传播的影响,以及微重力下水雾对固体扩散火焰的抑制,并对静止微重力下的驻火焰存在条件进行了分析,得到了如下主要结论:1.惰性气体对火焰传播有重要的影响.当惰性气体为N<,2>时,导热是火焰向燃料表面传热的主要形式.火焰传播存在冷熄控制区,在此区域内,火焰传播速度随着环境气体流速的增大而增大.当惰性气体为CO<,2>时,在小空气流动速度下,火焰向燃料表面的热辐射和热传导在火焰传播机理中几乎具有同等重要的作用,但随着空气流动速度的增大,导热逐渐成为火焰传播的主要驱动力.2.当惰性气体具有不同辐射特性时,环境压力对火焰沿燃料表面传播的影响具有不同的特征.当惰性气体为N<,2>时,在较小的环境压力下,火焰向燃料表面的热传导是火焰传播的主要驱动力.但随着环境压力的增大,火焰传播速度逐渐增大,火焰对燃料表面的热辐射逐渐成为火焰传播的主要驱动力之一.3.在正常重力环境中,自然对流不利于水雾灭火,水雾对燃料表面的冷却降温是水雾灭火的主要机理.而在微重力环境中,自然对流的消失增强了水雾对固体扩散火焰的抑制作用.水雾不仅能通过润湿燃料表面抑制火焰的传播,而且也可通过气相区域的吸热效应、稀释效应和化学反应链终止效应对火焰传播产生较强的抑制作用.4.空气流动强化燃烧,减少水雾在火焰锋面的蒸发量,使水雾对燃烧的抑制作用减弱.5.在微重力下,水务直径越小,水雾对火焰的抑制作用越强.在远离灭火浓度的情况下,可以通过减小水雾直径的方法增强对燃烧的抑制,但效果有限.6.球形物体在静止环境中燃烧时,存在两个使火焰熄灭的极限直径.当直径小于小的极限直径时,火焰由于质量扩散和能量扩散而熄灭;当球体直径大于大的极限直径时,火焰由于辐射损失而熄灭.7.在静止微重力环境中,无论环境气体中的氧浓度有多高,无限长圆柱形燃料燃烧不可能形成稳定的柱面扩散火焰;无限大平板燃料燃烧不可能产生无限大平面扩散火焰.
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本文对二相流中的颗粒运动和碰撞情况进行了研究。颗粒运动和碰撞是二相流中的现象,长期以来,人们把各种情况下的颗粒无规则运动,一概称为湍流脉动,事实上,除湍流脉动外,颗粒还有因颗粒-颗粒碰撞和颗粒-壁面碰撞引起的、二相流所特有的(在单相流中不存在的)无规则运动。研究颗粒的无规则运动有助于研究二相流方程的本构关系,为更深一步的二相流研究打下一定的基础。在数值解法上,采用直接模拟蒙特卡洛方法(DSMC),用一定数目的模拟颗粒代表流场中的大量实际颗粒,每个模拟颗粒具有一确定的速度。颗粒的运动和碰撞解耦,先计算出颗粒一个时间步长内运动的轨迹和最终速度,下一步就是判断在这段进间内那些颗粒发生了碰撞,然后用碰撞理论同碰撞后的速度,而碰撞过程中的颗粒的坐标不变。我们计算采用的颗粒模型是光滑的硬球模型,不考虑旋转效应,只计二体碰撞,模拟颗粒的直径一定。判断两颗粒是否发生碰撞主要取决于碰撞概率,而不是运动轨迹。计算结果表明随着颗粒的驰豫时间的增加,颗粒的聚团现象变得剧烈。颗粒的脉动强度跟颗粒的体积浓度成一反比例函数关系,颗粒的各向脉动强度跟总脉动强度成正比关系。随着驰豫时间的增加,颗粒的总脉动强度增加,而主流方向的脉动强度在总脉动强度中占的比例减少。本文的研究表明,DSMC方法模拟颗粒运动和碰撞是可行的,得出的规律是可信的。