The second order kinematic constraint (acceleration constraint) between two rigid bodies that are rolling, twisting, and slipping against each other while maintaining point contact, is derived by differentiation of the first order constraint and by including the geometry of the surfaces at their contact. This constraint is derived with a view to facilitate the simulation of such motion with general purpose dynamics simulators, and more specifically for the Newton dynamic simulator developed at Cornell University. The constraint is first derived for planar motion and then generalized for motion in three dimensions. Some simple, but representative, examples are presented
The dynamic equations of motion for constrained multibody systems are frequently formulated using th...
This paper focuses on the modeling of the contact conditions associated with cylindrical, prismatic,...
Automated algorithms for the dynamic analysis and simulation of constrained multibody systems assume...
We present techniques for constructing an interactive rigid body simulation system, and describe ou...
In rigid body simulation, one must distinguish between contacts (so-called unilateral constraints) a...
During manipulation and locomotion tasks encountered in robotics it is often necessary to control t...
This paper studies the instantaneous second-order total freedom of two smooth objects initially in c...
The dynamic equations of motion for constrained multibody systems are frequently formulated using th...
The separate numerical simulation of interacting subsystems, i.e. the co-simulation of subsystems, i...
Motion planning for coupled rigid bodies in a horizontal plane is investigated. The rigid bodies are...
This paper is concerned with the kinematics of unilateral constraints in multibody dynamics. These c...
We present a technique, "Dynamic Constraints," for controlling the positions and orientations of rig...
Modeling, control, and stabilization of dynamics of two-dimensional object grasping by using a pair ...
A new approach is developed for the general collision problem of two rigid body systems with constra...
This paper is concerned with the dynamic analysis of flexible, nonlinear multi-body systems undergoi...
The dynamic equations of motion for constrained multibody systems are frequently formulated using th...
This paper focuses on the modeling of the contact conditions associated with cylindrical, prismatic,...
Automated algorithms for the dynamic analysis and simulation of constrained multibody systems assume...
We present techniques for constructing an interactive rigid body simulation system, and describe ou...
In rigid body simulation, one must distinguish between contacts (so-called unilateral constraints) a...
During manipulation and locomotion tasks encountered in robotics it is often necessary to control t...
This paper studies the instantaneous second-order total freedom of two smooth objects initially in c...
The dynamic equations of motion for constrained multibody systems are frequently formulated using th...
The separate numerical simulation of interacting subsystems, i.e. the co-simulation of subsystems, i...
Motion planning for coupled rigid bodies in a horizontal plane is investigated. The rigid bodies are...
This paper is concerned with the kinematics of unilateral constraints in multibody dynamics. These c...
We present a technique, "Dynamic Constraints," for controlling the positions and orientations of rig...
Modeling, control, and stabilization of dynamics of two-dimensional object grasping by using a pair ...
A new approach is developed for the general collision problem of two rigid body systems with constra...
This paper is concerned with the dynamic analysis of flexible, nonlinear multi-body systems undergoi...
The dynamic equations of motion for constrained multibody systems are frequently formulated using th...
This paper focuses on the modeling of the contact conditions associated with cylindrical, prismatic,...
Automated algorithms for the dynamic analysis and simulation of constrained multibody systems assume...