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排序方式: 共有112条查询结果,搜索用时 15 毫秒
61.
D. DAS P. C. CHAKRABORTI 《Fatigue & Fracture of Engineering Materials & Structures》2011,34(9):734-742
Engineering stress‐controlled ratcheting tests under different sets of stress amplitudes and mean stresses show that ratcheting deformation in polycrystalline OFHC copper occurs in three different stages. A plateau region with almost no accumulation of inelastic strain follows general ratcheting deformation during initial loading cycles. With breakdown of the plateau region inelastic ratcheting deformation occurs at an increasingly rapid rate. The effect of the stress amplitude on the ratcheting process is found to be more than mean stress effect. Reconstruction of the ratcheting curves clearly separates the conditions for stress‐controlled low cycle fatigue with zero mean stress and ratcheting with tensile mean stress. 相似文献
62.
63.
DOUPeng LIYou-guo LIANGKai-ming BAIBing-zhe 《钢铁研究学报(英文版)》2005,12(3):28-33,45
Continuouslyvariablecrown(CVC)system, developedbySMSSchloemann Siemag,hasbeen widelyusedforshapecontrolataminimumcost[1,2]. BackuprollsareimportantcomponentsoftheCVC rollingmillsandtheirconsumptionratewillsoaras soonasmacro rollingcontactfatigue(RCF)occur… 相似文献
64.
进行了核电站90°弯管在内压和面内弯曲载荷作用下的棘轮效应试验,并采用数值方法研究了90°弯管的极限载荷、安定载荷和棘轮边界。利用理想弹塑性有限元分析,基于两倍弹性斜率准则和切线相交准则分别确定了90°弯管单独承受内压和弯曲载荷的极限载荷;利用线性匹配方法确定了90°弯管在单独内压和弯曲载荷以及两者共同作用下的极限载荷和安定载荷;利用Ohno-Wang模型,结合C-TDF弹塑性有限元分析方法和线性匹配方法分别确定了90°弯管的棘轮边界;最后,对弹塑性有限元方法和线性匹配法确定的棘轮边界进行了比较。结果表明:两倍弹性斜率准则、切线相交准则和线性匹配方法确定的极限载荷误差为10.78%,其中弹性迭代的线性匹配法能高效、快速地进行计算。比较C-TDF法和线性匹配法确定的棘轮边界,结果发现:当内压在20~35 MPa之间时,两种方法确定的棘轮边界吻合很好;当内压小于20 MPa时,两种方法的预测结果呈现不同的趋势。 相似文献
65.
Tensile Behaviors and Ratcheting Effects of Partially Sintered Chip-Attachment Films of a Nanoscale Silver Paste 总被引:2,自引:0,他引:2
The mechanical behaviors of partially sintered thick films of a nanoscale silver paste used for attaching semiconductor chips
are studied. The films, about 150 μm thick, were made by repeatedly stencil-printing the paste on a ceramic substrate and sintering by a recommended heating
profile suitable for device attachment. The partially sintered films were lifted off the substrate, and their tensile behaviors,
i.e., stress–strain curves, were measured at temperatures between −60°C and 300°C using a dynamic mechanical analyzer (DMA).
The elastic modulus and tensile strength of the sintered silver films decreased with increasing temperature. Ratcheting behaviors
of the films under cyclic tension at 150°C were also tested by using the DMA by examining the effects of loading rate, mean
stress, and stress amplitude. The ratcheting strain grew with increasing mean stress or stress amplitude and with decreasing
loading rate. 相似文献
66.
Ratcheting and low-cycle fatigue failure behaviors of the adhesively bonded hollow cylindrical butt-joints has been experimentally investigated. A series of uniaxial cyclic tension experiments were carried out under stress-controlled mode. The effects of stress amplitude, mean stress and cycle time on the uniaxial ratcheting response, fatigue damage variable evolution and fatigue life of the adhesively bonded butt-joints were analyzed. The results show that the ratcheting strain, ratcheting strain rate and fatigue damage variable all increase with the increase of stress amplitude and mean stress. The shorter cycle time results in the increase of fatigue damage variable and the degradation of the stiffness of the adhesive material. It is also found that the increase of stress amplitude and mean stress can reduce the low-cycle fatigue life. Meanwhile, the fatigue life increases with the increase of cycle time for the adhesively bonded butt-joints. 相似文献
67.
采用复合材料细观有限元分析方法,并借助先进循环塑性本构模型的有限元实现,对颗粒性态的随机性对SiC颗粒增强6061Al复合材料棘轮行为的影响进行了有限元数值模拟。采用随机序列吸附方法(RSA)生成各种多颗粒随机分布的模型,探讨了颗粒分布方式、数目、形状和大小以及各自的随机性对复合材料棘轮行为的影响。研究发现:颗粒尺寸越小、数目越多、分布在基体表面的比例越大,颗粒的增强效果越好;颗粒的大小和空间位置分布越均匀,复合材料抗循环变形的能力越强;球形颗粒和均匀分布的假设可以得到很好的模拟结果。 相似文献
68.
P. A. SOLIMINE C. J. LISSENDEN 《Fatigue & Fracture of Engineering Materials & Structures》2004,27(10):943-955
Fatigue life of fibrous metal matrix composites is limited by the distribution of fibre strengths, the fibre‐matrix interfacial strength, and the fatigue resistance of the matrix. The aim of this work is to provide fatigue results for a beta titanium alloy over a range of temperatures and stresses that can be used as input for predicting fatigue life of a titanium matrix composite. Stress controlled tests having fatigue ratios between ?1 and ?0.2 were conducted on a limited number of samples machined from unreinforced laminated Ti‐15Mo‐3Al‐2.7Nb‐0.2Si (TIMETAL®21S) sheets to represent as closely as possible the in situ matrix material. Stress control was used to enable quantification of strain ratcheting for tensile mean stresses and a fast loading rate was used to minimize time‐dependent (creep) deformation. Stress amplitude‐life data at 20, 482 and 648 °C for fully reversed loading are well fit by a power law. Normalizing the stress amplitude with respect to the power law coefficient appears to account for the temperature dependence of the S–N curves. As the tests had large strains and lives were in the low‐cycle fatigue range, strain range at the half‐life was also correlated to life. For tensile mean stress cycling at 482 and 648 °C, the rate of strain ratcheting per cycle increased to failure; shakedown was not observed. 相似文献
69.
1.IntroductionTherailoftenenduresacomplicatecyclingload,whichismainlyasymmetricalstresscyding.Undertheasymmetricalstresscycling,acycliccreepwilltakeplaceinthema-terial.Theaccumulatedplasticstrainproducedduringthecyclicdeformationiscalledratcheingstrain.Inrecentyear8,thestudieshaverevealedtheratchetingbehaviorsofsomestructuremetalsI1-3j.Thestraincyclicbehaviorisalsoanimportanbehaviorofmaterialsubjectedtocyclingload.Somestraincyclicbehaviors,suchascyclichardeningandcyclicsofteulnghavesignifica… 相似文献
70.
采用多颗粒三维单胞模型和复合材料细观有限元分析方法,借助先进循环黏塑性本构模型的有限元实现,对SiC颗粒增强6061Al复合材料的室温、高温时间相关单轴棘轮行为进行数值模拟。讨论了颗粒排列方式和界面结合状态的变化对复合材料棘轮行为的影响;同时,分析了复合材料中基体和界面的微观变形特征及其演变规律;最后,选取一组合理的微结构参数,对复合材料的时间相关棘轮行为进行了数值模拟,并通过与已有实验结果的比较,检验了有限元分析的合理性。结果表明:多颗粒代表性体积单元能够反映复合材料更多的微观细节;颗粒排列方式的变化显著影响复合材料的整体棘轮行为;界面结合状态越好,产生的棘轮变形越小;具有合理参数值的弱界面模型给出的时间相关棘轮变形预测结果比完好界面模型的结果更接近实验值。 相似文献