most citedDesigning robust trajectories by lobe dynamics in low-dimensional Hamiltonian systems

4 citations · 4 across the 5 of their papers we have counts for

collaborators

5 papers

nlin.CD2026

Hypersensitivity and Turnpikes in Optimal Control of Inverted Pendulum: A Dynamical Systems Perspective

Mai Bando, Yuzuru Sato

The hypersensitivity and turnpike phenomena in the optimal control of an inverted pendulum are investigated from a dynamical-systems perspective. We show that, for a fixed terminal…

nlin.CD2026

Jordan-Block Degeneracy and Cubic-Order Bifurcating Periodic Orbits in Minimum-Energy Optimal Control of Hamiltonian Equilibria

Mai Bando, Ayano Tsuruta, Shanshan Pan +1

Equilibria of the Hamiltonian system associated with Pontryagin's minimum principle exhibit an exact doubling of the natural spectrum and, under a simple pairing condition, a Jorda…

nlin.CD2026

Data-Driven Prediction of Chaotic Transition in Periapsis Poincaré Maps

Shanshan Pan, Taiki Urashi, Mai Bando +3

Chaotic trajectories in multi-body dynamical systems play a crucial role in designing low-energy trajectories in astrodynamics. However, predicting these trajectories is inherently…

nlin.CD2026

Design of low-energy transfers in cislunar space using sequences of lobe dynamics

Naoki Hiraiwa, Mai Bando, Yuzuru Sato +1

Dynamical structures in the circular restricted three-body problem (CR3BP) are fundamental for designing low-energy transfers, as they aid in analyzing phase space transport and de…

nlin.CD2024★ 4 cited

Designing robust trajectories by lobe dynamics in low-dimensional Hamiltonian systems

Naoki Hiraiwa, Mai Bando, Isaia Nisoli +1

Modern space missions with uncrewed spacecraft require robust trajectory design to connect multiple chaotic orbits by small controls. To address this issue, we propose a control sc…