Luo, Yinnan; Arbogast, Philipp; Römer, Ulrich J.; Zirkel, Marten; Zentner, Lena; Fidlin, Alexander:
Study on bipedal running on compliant ground using hybrid zero dynamics controller
In: Research Square (2024), S. 1 - 44, Artikel rs.3.rs-5397303
2024Preprint in ZeitschriftOA Gold
Technische Universität Ilmenau (1992-) » Fakultät für Maschinenbau (1992-) » Ohne Institutszuordnung (1992-) » Fachgebiet Mechanik Nachgiebiger Systeme (2023-)
Titel in Englisch:
Study on bipedal running on compliant ground using hybrid zero dynamics controller
Autor*in:
Luo, Yinnan
Sonstiges
korrespondierende*r Autor*in
;
Arbogast, Philipp;Römer, Ulrich J.;Zirkel, MartenTU
GND
1247131300
ORCID
0000-0002-5669-0843ORCID iD
SCOPUS
57219468870
Sonstiges
der Hochschule zugeordnet
;
Zentner, LenaTU
GND
12463334X
ORCID
0000-0003-4219-9006ORCID iD
SCOPUS
12797217700
Sonstiges
der Hochschule zugeordnet
;
Fidlin, Alexander
Erscheinungsjahr:
2024
Open-Access-Publikationsweg:
OA Gold
Sprache des Textes:
Englisch
Datenträgertyp:
Online-Ressource
Ressourcentyp:
Text
Lizenztyp:
CC BY 4.0
Access Rights:
Open Access
Teil der Statistik:
Nein

Abstract in Englisch:

This research contributes to the development of energy-efficient bipedal running gaits on compliant ground using the hybrid zero dynamics control framework, which has been predominantly applied to rigid ground in existing literature. The robot model is composed of five rigid body segments connected by four actuated revolute joints using electric motors. The periodic running gaits at a constant average velocity consist of single support and flight phases with discrete transitions between them. During the single support phase, the compliant contact between the stance foot and the ground is modeled as a nonlinear viscoelastic interaction. Feedback controllers are developed for the continuous phases to enforce holonomic virtual constraints, thereby synchronizing the joint angles with a reference trajectory on the actuated joints, resulting in reduced-order zero dynamics. A multiple shooting technique is employed to ascertain periodic solutions of the hybrid zero dynamics. The formulation of energy-efficient gaits is conceptualized as an optimization problem, wherein the parameters of the reference trajectory are optimized. The stability of the gait is evaluated a posteriori by computing the Floquet multipliers of the periodic solutions. The magnitude of these multipliers is considered as optimization constraints, enabling the generation of stable and energy-efficient running gaits on compliant ground. Comparison with rigid ground demonstrates that ground compliance does not necessarily reduce energy efficiency. In certain scenarios, the elastic properties of the ground can be harnessed to enhance overall efficiency despite the energy dissipation due to damping.