Numerical continuation
Related papers: 8
Top Researchers
Jean‐Pierre Merlet
Institution: —
Lung‐Wen Tsai
Institution: —
Francesco Bullo
Institution: —
Mark Plecnik
Institution: —
Jonathan D. Hauenstein
Institution: —
Charles W. Wampler
Institution: —
Quentin Peyron
Institution: —
Alexander P. Morgan
Institution: —
Alireza Akbarzadeh
Institution: —
Pierre Renaud
Institution: —
Top Cited Papers
Solving the Kinematics of the Most General Six- and Five-Degree-of-Freedom Manipulators by Continuation Methods
Lung‐Wen Tsai, Alexander P. Morgan
Citations: 282 • 1985
Robotic reactions: Delay-induced patterns in autonomous vehicle systems
Gábor Orosz, Jeff Moehlis, Francesco Bullo
Citations: 39 • 2010
A numerical framework for the stability and cardinality analysis of concentric tube robots: Introduction and application to the follow-the-leader deployment
Quentin Peyron, Kanty Rabenorosoa, Nicolas Andreff, Pierre Renaud
Citations: 26 • 2018
A numerical continuation approach using monodromy to solve the forward kinematics of cable-driven parallel robots with sagging cables
Aravind Baskar, Mark Plecnik, Jonathan D. Hauenstein, Charles W. Wampler
Citations: 10 • 2024
A new development of homotopy continuation method, applied in solving nonlinear kinematic system of equations of parallel mechanisms
Amir Salimi Lafmejani, Ahmad Kalhor, Mehdi Tale Masouleh
Citations: 8 • 2015
Implementing the homotopy continuation method in a hybrid approach to solve the kinematics problem of spatial parallel robots
Naser Mostashiri, Alireza Akbarzadeh, Amir Rezaei
Citations: 6 • 2017
Direct kinematics of a three revolute-prismatic-spherical parallel robot using a fast homotopy continuation method
Aghil Yousefi‐Koma, Seyed Saeid Mohtasebi
Citations: 5 • 2016
A generic numerical continuation scheme for solving the direct kinematics of cable-driven parallel robot with deformable cables
Jean‐Pierre Merlet
Citations: 3 • 2016