Time to Creep Failure of Thin-Walled Cylindrical Pipes under Torsion

The time to creep failure is calculated for rectilinear thin-wall pipes subjected to pure torsion, torsion with uniaxial tension, and torsion with internal pressure. The problem is solved using the concept of equivalent stress. The equivalent stresses are found from the generalized mixed failure criterion whose form depends on the signs of the principal stresses. The criterion relates the maximum normal stress and the intensity of shear stress if the signs coincide, and the maximal shear stress and the octahedral shear stress if the signs are opposite. A technique for determining the material constants is developed. The calculated and experimental data are compared and found to be in satisfactory agreement     

A Mixed Criterion of Delayed Creep Failure Under Plane Stress

The paper discusses delayed creep failure criteria and their experimental justification. These criteria allow transition from the strength characteristics under uniaxial stress to the strength characteristics under plane stress. The criterion is chosen in the form of a mixed invariant that relates two stress components responsible for brittle and ductile failure. The limit characteristics take the effect of the principal stresses into account. The criterion was tested for isotropic metallic materials subjected to internal pressure, internal pressure with tension, pure torsion, and tension with torsion     

Calculating the Linear Creep Strains of Viscoelastic Fibers under Tension

The linearity domain for the viscoelastic properties of high-molecular organic fibers is determined. The linearity criteria are coincidence of experimental compliance curves and linearity of isochronic creep curves. Statistical criteria are used to establish linearity. The influence function in the constitutive equation of linear viscoelasticity is an Abel-type power kernel. The calculated and experimental creep strains are in good agreement both at the initial stage of deformation and after long-term loading__________Translated from Prikladnaya Mekhanika, Vol. 41, No. 5, pp. 97–106, May 2005.     

带接头管道在内压与循环载荷作用下的棘轮行为研究

液压管道在服役过程中受内压和循环弯曲载荷的共同作用．管道经常处于非比例循环加载状态,尤其是在管道接头位置处,容易产生棘轮行为,对管道的服役寿命有不利影响．因此,本文采用充液管道悬臂弯曲加载方式,对管道在接头位置处的棘轮响应进行研究。首先通过管材实验确定了材料的非线性等向/随动强化模型参数,并通过应变的实验测量结果与数值仿真结果的比较,验证了本构模型的有效性,然后建立了悬臂管道的有限元模型,模拟分析内压水平,内压小幅脉动,管道壁厚等因素对管道棘轮行为的影响．通过对带接头管道棘轮行为的研究分析,为进一步完善液压管道的设计,提高液压管道的可靠性,提供一定的理论基础．     

拉压异性材料含受压圆孔大平板的极限分析

探讨了广义双剪应力强度理论在平面应力状态下的屈服轨迹及其方程式,并用于拉压异性材料圆孔受内压的极限分析,得到了与拉压比有关的弹性极限内压力,弹塑性区的应力、塑性内压力与弹塑性分界半径之间的关系、塑性区的最大半径和最大内压力,所得极值均高于用莫尔强度理论分析的结果。