activity
20182026
most citedScrew and Lie Group Theory in Multibody Dynamics -- Recursive Algorithms and Equations of Motion of Tree-Topology Systems

73 citations · 303 across the 15 of their papers we have counts for

collaborators

16 papers

cs.RO2026

Transient multimode heat transfer of an industrial automated tape laying process under rapidly changing conditions

Bernhard Rameder, Hubert Gattringer, Andreas Müller +1

This work presents a transient heat-transfer model of an industrial automated tape laying (ATL) process designed to overcome the limitations of conventional thermal models in compo…

cs.RO2026★ 58 cited

On the Terminology and Geometric Aspects of Redundant Parallel Manipulators

Andreas Mueller

Parallel kinematics machines (PKM) can exhibit kinematic as well as actuation redundancy. While the meaning of kinematic redundancy has been clarified already for serial manipulato…

cs.RO2025

An approach for combining transparency and motion assistance of a lower body exoskeleton

Jakob Ziegler, Bernhard Rameder, Hubert Gattringer +1

In this paper, an approach for gait assistance with a lower body exoskeleton is described. Two concepts, transparency and motion assistance, are combined. The transparent mode, whe…

cs.RO2025★ 2 cited

Wohlhart's Three-Loop Mechanism: An Overconstrained and Shaky Linkage

Andreas Mueller

This paper revisits a three-loop spatial linkage that was proposed in an ARK 2004 paper by Karl Wohlhart (as extension of a two-loop linkage proposed by Eddie Baker in 1980) and la…

cs.RO2025★ 10 cited

A Recursive Lie-Group Formulation for the Second-Order Time Derivatives of the Inverse Dynamics of parallel Kinematic Manipulators

Andreas Mueller, Shivesh Kumar, Thomas Kordik

Series elastic actuators (SEA) were introduced for serial robotic arms. Their model-based trajectory tracking control requires the second time derivatives of the inverse dynamics s…

cs.RO2025★ 15 cited

Closed Form Time Derivatives of the Equations of Motion of Rigid Body Systems

Andreas Mueller, Shivesh Kumar

Derivatives of equations of motion(EOM) describing the dynamics of rigid body systems are becoming increasingly relevant for the robotics community and find many applications in de…