机器人倾倒碰撞动力学建模与不同刚度下碰撞响应
王斌锐; 严冬明; 方水光; 金英连
刊名农业工程学报
2012
卷号28期号:7页码:51-56
关键词机器人 柔性结构 动力学模型 接触碰撞 假设模态 刚柔耦合 刚度
ISSN号1002-6819
其他题名Dynamics modeling of slipping collision of robot and impact response under different stiffness
产权排序1
中文摘要为了确定刚度对柔性臂倾倒碰撞力的影响,基于混合坐标法建立柔性臂运动学模型,利用假设模态法对柔性变形解耦,基于Hertz 接触理论和非线性阻尼理论建立接触碰撞力模型,利用Lagrange 方程建立了含碰撞的动力学方程。编写了变步长变精度的四阶Runge-Kutta 数值求解算法。对不同刚度下柔性臂的碰撞响应进行仿真,得到了接触力、关节转角、角速度和弹性变形曲线。对比可得,随着抗弯刚度增大,接触力变大且峰值出现的相位提前,且碰撞后柔性臂关节转角变小,弹性变形和角速度的振动都减小;材质结构阻尼对弹性振动变形有明显的抑制。该文所建模型和求解方法有效。
英文摘要In order to ascertain the affect of stiffness on slipping collision of flexible arm, the kinematics model was established by hybrid coordinate method, and flexible deformation was decoupled by using the assumed modes. Contact-impact model was established by using the Hertz impact theory and nonlinear spring-damper theory, collision dynamics of flexible arm was derived through Lagrange equations. The fourth-order Runge-Kutta numerical solution algorithm with variable step-size and precision was designed for solving dynamical equation. Simulation of the impact responses of flexible arm collision under different stiffness were completed, and curves of contact force, joint angle, angle velocity and elastic deformation were given. Based on comparative analysis, with bending stiffness increasing, contact force enlarged and the phase of peak force advanced, the flexible arm joint angle turned smaller, vibration of elastic deformation and angular velocity became lower. Material structural damping had obvious inhibition on the elastic deformation vibration. The model and solving algorithm of this paper are proved effective.
分类号TP242
收录类别EI ; CSCD
资助信息国家自然科学基金资助项目(No.50905170);浙江省自然科学基金资助项目(No.Y1090042);机器人学国家重点实验室开放基金资助项目(No.RL0200918)
语种中文
CSCD记录号CSCD:4501909
公开日期2013-04-21
内容类型期刊论文
源URL[http://ir.sia.cn/handle/173321/10610]  
专题沈阳自动化研究所_机器人学研究室
推荐引用方式
GB/T 7714
王斌锐,严冬明,方水光,等. 机器人倾倒碰撞动力学建模与不同刚度下碰撞响应[J]. 农业工程学报,2012,28(7):51-56.
APA 王斌锐,严冬明,方水光,&金英连.(2012).机器人倾倒碰撞动力学建模与不同刚度下碰撞响应.农业工程学报,28(7),51-56.
MLA 王斌锐,et al."机器人倾倒碰撞动力学建模与不同刚度下碰撞响应".农业工程学报 28.7(2012):51-56.
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