[1]Glocker C, Pfeiffer F. Complementarity Problems in Muhibody Systems with Planar Friction[J]. Ar- chive of Applied Mechanics, 1993, 63:452-463.
[2]Trinkle J C, Zeng D C. Prediction of the Quasistat- ic Planar Motion of a Contacted Rigid Body[J]. IEEE Transactions on Robotics& Automation, 1995, 11(2) :229-246.
[3]Pang J S, Trinkle J C. Complementarity Formula-tion and Existence of Solutions of Dynamic Multi- rigid- body Contact Problem with Coulomb Fric- tion[J]. Mathematical Programming, 1996, 73: 199-266.
[4]Baraff D. Issues in Computing Contact Forces for Non--penetrating Rigid Bodies[J]. Algorithmica, 1993,10(2/4) : 292-352.
[5]Forg M, Pfeiffer F, Ulbrich H. Simulation of Uni- lateral Constrained Systems with Many Bodis[J]. Multibody System Dynamics, 2005, 14 : 137-154.
[6]Stewart D E. Convergence of a Time- stepping Scheme forRigid--body Dynamics and Resolution of Painleve's Problem[J]. Arch. Rational Mech. Anal. , 1998,145:215-260.
[7]Stewart D, Trinkle J C. An Implicit Time--step- ping Scheme for Rigid Body Dynamics with Cou- lomb Friction[C]//Proceeding of the 2000 IEEE International Conference on Robotics ~ Automa- tion. San Francisco, 2000 : 162-169.
[8]Miller A T, Christensen H I. Implementation of Multi- rigid- body Dynamics with a Robotic Grasping Simulator[C]//Proceeding of the 2003 IEEE International Conference on Robotics b- Au- tomation. Taipei, 2003 : 14-19.
[9]傅宜利,赵春霞.一个基于三维动态图形的工业机器人领导具离线编程系统[J].中国机械工程,1996,7(1):21-23.
[10]Pfeiffer F. Unilateral Muhibody Dynamics[J]. Meeeanica, 1999,34 : 437-451.
[11]Pfeiffer F, Forg M, Ulbrich H. Numerical As- pects of Non-- smooth Multibody Dynamics[J]. Computer Methods in Applied Mechanics and En- gineering, 2006, 195: 6891-6908.
[12]Anitescu M, Hart G D. A Fixed Time--step Ap- proach for Multibody Dynamics with Contact and Small Friction[J]. Math. Program Ser. B, 2004, 101 : 3-32.
[13]Glocker C, Studer C. Formulation and Preparation for Numerical Evaluation of Linear Complementar- ity Systems in Dynamic[J]. Multihody System Dynamics, 2005, 13:447-463. |