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20242026
most citedStrict Modes Everywhere - Bringing Order Into Dynamics of Mechanical Systems by a Potential Compatible With the Geodesic Flow

4 citations · 4 across the 4 of their papers we have counts for

collaborators

6 papers

cs.RO2026

Exploring Nonlinear Body Oscillations for Natural Quadruped Gaits

Annika Schmidt, Davide Calzolari, Arne Sachtler +13

Animals' body morphology shapes the gait patterns they can perform, where mechanical resonance reduces the need for active control. By tuning posture and muscle stiffness, they lev…

cs.RO20264 cited

Strict Modes Everywhere - Bringing Order Into Dynamics of Mechanical Systems by a Potential Compatible With the Geodesic Flow

Arne Sachtler, Alin Albu-Schäffer

Strict nonlinear normal modes provide very regular families of oscillations within conservative mechanical systems. However, a strict normal mode will generally be an isolated curv…

cs.RO2026

Optimal Control Approach for Non-prehensile Ball Juggling Using a 7-DoF Manipulator

Joel Ramadani, Vasilije Rakčević, Riddhiman Laha +4

Non-prehensile object manipulation skills are important for real-world robot interactions, enabling highly dynamic tasks such as balancing a glass on a tray or the controlled slidi…

cs.RO2026

Locomotion of an Elastic Snake Robot via Natural Dynamics

Tristan Ehlert, Arne Sachtler, Annika Schmidt +2

Nature suggests that exploiting the elasticities and natural dynamics of robotic systems could increase their locomotion efficiency. Prior work on elastic snake robots supports thi…

math.DS2025

Symmetric Lyapunov Subcenter Manifolds for Periodic Regulation of Mechanical Systems

Yannik P. Wotte, Arne Sachtler, Alin Albu-Schäffer +2

Multi-body mechanical systems have rich internal dynamics, whose solutions can be exploited as energy-efficient control targets. Yet, solutions non-trivially depend on system param…

eess.SY2024

Swing-Up of a Weakly Actuated Double Pendulum via Nonlinear Normal Modes

Arne Sachtler, Davide Calzolari, Maximilian Raff +5

We identify the nonlinear normal modes spawning from the stable equilibrium of a double pendulum under gravity, and we establish their connection to homoclinic orbits through the u…