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《岩土力学》2017,(7):1959-1966
基于屈服面角点非共轴理论中采用Gram-Schmit正交化方法,提出了一种新的非共轴本构模型。模型修正了原有的流动法则,其中非共轴流动方向被定义为将单位应力增量方向在参考主应力正交方向上的投影,同时与塑性标量因子相关联。另外,根据广义应力的状态下的剪胀方程推导了一种新的塑性函数形式。以状态相关砂土模型为基本模型,分别采用新的非共轴模型和未修正的模型模拟了Toyoura砂的空心圆柱单剪试验和空心圆柱扭剪试验,将模型模拟的结果与试验数据进行对比,结果表明,新非共轴模型能更为合理地反映试验中非共轴现象及其变化规律,特别是固定主应力轴方向的单调剪切试验。 相似文献
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利用空心圆柱扭剪(HCA)仪,针对原状海洋粉质黏土,通过循环三轴及循环扭剪试验,得出相应的杨氏模量、剪切模量和动泊松比,探讨了有效固结围压、固结应力比对动泊松比的影响。试验结果表明:土体的动泊松比随着广义剪应变的增大而增大;有效固结围压、固结应力比均对动泊松比有显著的影响,动泊松比随着有效固结围压、固结应力的增大而逐渐减少;且随着广义剪应变的增大,两者对动泊松比的影响减小,当广义剪应变增大到1.8×10-2左右,试验终止,此时土体动泊松比约为0.48。试验中未出现动泊松比大于0.5的现象,说明土体未出现剪胀现象,试验所采用的粉质黏土在循环荷载作用下具有较好的稳定性 相似文献
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关于裂纹柱壳韧性断裂的研究 总被引:3,自引:1,他引:2
本文基于实验结果,利用壳单元有限元方法,对周向壁穿裂纹圆柱壳在不同初始裂纹长度条件下的弯曲韧性断裂进行了模拟,计算了裂纹尖端张开位移(CTOD)的裂纹起裂临界值以及裂纹连续扩展条件下裂纹尖端张开角度(CTOA)R曲线,考察了这些断裂参数作为材料特性的适用性。 相似文献
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基于粒子图像测速技术(PIV)对小间距比比L/D=1.5工况下方形布置四圆柱在不同来流角角α(α=0°、15°、30°、45°)条件下的尾流流场特性进行了试验研究,分析了不同来流角度条件下四圆柱瞬时和时均尾流流场特征,获得了瞬时和时均速度矢量、涡量等值线、流线拓扑及雷诺应力分布随来流角度变化的规律。试验结果表明,来流角度对方形布置四圆柱尾流形态有显著影响。四圆柱瞬时尾流形态随来流角度增大可分为延伸体流动流态(α=0°)、尾流剪切层附着流态(α=15°、30°)及尾流剪切层共同脱落流态(α=45°)三种流态。当来流角度增大时,四圆柱下游断面平均流向速度分布由"W"形向"U"形转变,时均雷诺正应力及雷诺剪切应力等值线分布特征也会发生明显改变。 相似文献
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Unlike most previous studies on the transverse vortex-induced vibration(VIV) of a cylinder mainly under the wallfree condition (Williamson & Govardhan,2004),this paper experimentally investigates the vortex-induced vibration of a cylinder with two degrees of freedom near a rigid wall exposed to steady flow.The amplitude and frequency responses of the cylinder are discussed.The lee wake flow patterns of the cylinder undergoing VIV were visualized by employing the hydrogen bubble technique.The effects of the gap-to-diameter ratio (e0/D) and the mass ratio on the vibration amplitude and frequency are analyzed.Comparisons of VIV response of the cylinder are made between one degree (only transverse) and two degrees of freedom (streamwise and transverse) and those between the present study and previous ones.The experimental observation indicates that there are two types of streamwise vibration,i.e.the first streamwise vibration (FSV) with small amplitude and the second streamwise vibration (SSV) which coexists with transverse vibration.The vortex shedding pattem for the FSV is approximately symmetric and that for the SSV is alternate.The first streamwise vibration tends to disappear with the decrease of e0/D.For the case of large gap-to-diameter ratios (e.g.e0/D = 0.54~1.58),the maximum amplitudes of the second streamwise vibration and transverse one increase with the increasing gapto-diameter ratio.But for the case of small gap-to-diameter ratios (e.g.e0/D = 0.16,0.23),the vibration amplitude of the cylinder increases slowly at the initial stage (i.e.at small reduced velocity V,),and across the maximum amplitude it decreases quickly at the last stage (i.e.at large Vr).Within the range ofthe examined small mass ratio (m<4),both streamwise and transverse vibration amplitude of the cylinder decrease with the increase of mass ratio for the fixed value of V,.The vibration range (in terms of Vr ) tends to widen with the decrease of the mass ratio.In the second streamwise vibration region,the vibration frequency of the cylinder with a small mass ratio (e.g.mx = 1.44) undergoes a jump at a certain Vr,.The maximum amplitudes of the transverse vibration for two-degree-of-freedom case is larger than that for one-degree-of-freedom case,but the transverse vibration frequency of the cylinder with two degrees of freedom is lower than that with one degree of freedom (transverse). 相似文献
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Numerical Simulation of Self-Excited and Forced Vibration of Circular Cylinders in Current 总被引:1,自引:0,他引:1
Numerical simulations of a low-mass-damping circular cylinder which can oscillate freely at transverse and streamwise directions are presented in this work.The Navier-Stokes equations are solved with finite volume method,and large eddy simulation of vortex is also performed in the calculation.In order to implement dynamic mesh,overlapping grids are generated to lessen the computation for mesh field itself.Self-excited vibrations are firstly calculated to obtain the average amplitudes and frequencies of the target circular cylinder in the current flow situation,and then forced oscillations are implemented with parameters obtained in vortex-induced vibrations previously.With slight amplitude modulation,time series of displacements in vortex-induced vibrations are essentially harmonic.Regarding the fluid force,which are larger in forced oscillations than those in corresponding self-excited cases because the fluid subtracts energy from the forced cylinders.The phase angles between forces and displacements are 0° and 180° for self-excited case and forced case respectively.In vortex-induced vibrations,the interactions between fluid and structure produce some weakly energetic vortices which induce the modulations of amplitude and frequency. 相似文献