In present work, post-buckling behavior of imperfect (of eigen form) laminated composite cylindrical shells with different L/D and R/t ratios subjected to axial, bending and torsion loads has been investigated by usin...In present work, post-buckling behavior of imperfect (of eigen form) laminated composite cylindrical shells with different L/D and R/t ratios subjected to axial, bending and torsion loads has been investigated by using an equilibrium path approach in the finite element analysis. The Newton-Raphson approach as well as the arc-length approach is used to ensure the correctness of the equilibrium paths up to the limit point load. Post-buckling behavior of imperfect cylindrical shells with different L/D and R/t ratios of interest is obtained and the theoretical knock-down factors are reported for the considered cylindrical shells.展开更多
为评价齿廓方案的负载传动性能,提升负载传动能力,建立有限元分析(Finite Element Analysis,FEA)仿真模型,揭示了输出端扭转刚度与负载啮合特性的关系。构造三圆弧柔轮齿廓,调整柔轮齿廓的径向变位系数,使柔轮齿廓啮合运动的外包络重叠...为评价齿廓方案的负载传动性能,提升负载传动能力,建立有限元分析(Finite Element Analysis,FEA)仿真模型,揭示了输出端扭转刚度与负载啮合特性的关系。构造三圆弧柔轮齿廓,调整柔轮齿廓的径向变位系数,使柔轮齿廓啮合运动的外包络重叠量最小化,并基于外包络用包络法设计了三圆弧平面齿廓刚轮;在多个横截面内构造径向变位的三圆弧柔轮齿廓,在有限元环境下轴向放样生成柔轮空间齿廓,建立了包含平面齿廓刚轮、空间齿廓柔轮和波发生器外圈的有限元仿真模型;固定刚轮,对柔轮杯底法兰施加不同幅值和转向的负载转矩,仿真计算了啮合力分布与扭转刚度滞回曲线;通过建立啮合齿数与刚度特性的关系,揭示了扭转刚度特性与齿面啮合特性之间的关系。仿真结果表明,啮合齿数与扭转刚度成正相关;使用可测量的扭转刚度迟滞曲线,可以估算啮合齿数等不可测量的啮合特性。展开更多
文摘In present work, post-buckling behavior of imperfect (of eigen form) laminated composite cylindrical shells with different L/D and R/t ratios subjected to axial, bending and torsion loads has been investigated by using an equilibrium path approach in the finite element analysis. The Newton-Raphson approach as well as the arc-length approach is used to ensure the correctness of the equilibrium paths up to the limit point load. Post-buckling behavior of imperfect cylindrical shells with different L/D and R/t ratios of interest is obtained and the theoretical knock-down factors are reported for the considered cylindrical shells.
文摘为评价齿廓方案的负载传动性能,提升负载传动能力,建立有限元分析(Finite Element Analysis,FEA)仿真模型,揭示了输出端扭转刚度与负载啮合特性的关系。构造三圆弧柔轮齿廓,调整柔轮齿廓的径向变位系数,使柔轮齿廓啮合运动的外包络重叠量最小化,并基于外包络用包络法设计了三圆弧平面齿廓刚轮;在多个横截面内构造径向变位的三圆弧柔轮齿廓,在有限元环境下轴向放样生成柔轮空间齿廓,建立了包含平面齿廓刚轮、空间齿廓柔轮和波发生器外圈的有限元仿真模型;固定刚轮,对柔轮杯底法兰施加不同幅值和转向的负载转矩,仿真计算了啮合力分布与扭转刚度滞回曲线;通过建立啮合齿数与刚度特性的关系,揭示了扭转刚度特性与齿面啮合特性之间的关系。仿真结果表明,啮合齿数与扭转刚度成正相关;使用可测量的扭转刚度迟滞曲线,可以估算啮合齿数等不可测量的啮合特性。