Answers are grounded in this paper and cite their sources.
This paper investigates a high-precision trajectory tracking control strategy for differential-drive tanker robots subject to the combined effects of liquid sloshing dynamics and mixed-terrain disturbances. A key challenge in this application arises from the contrasting characteristics of different payload regimes: while a full tank presents maximum total mass and inertia, a half-filled tank (50% partial-load) possesses an expanded free-surface area that facilitates larger wave oscillations (exhibiting peak transient amplitudes near -0.28" m" , compared to approximately -0.22" m" under full load). To mitigate these state-dependent internal hydrodynamic forces alongside stochastic surface resistance, a control architecture integrating Sliding Mode Control with a Nonlinear Disturbance Observer (DOB-SMC) is formulated. Within this scheme, the observer estimates and compensates for the lumped disturbance composite in real time, thereby allowing a reduction in the discontinuous switching gain to alleviate control chattering. Simulation results along a multi-zone circular trajectory indicate that the DOB-SMC framework consistently attenuates tracking discrepancies across both load conditions, achieving Root Mean Square Error (RMSE) reductions of 42.69% (from 0.0061" m" to 0.0035" m" ) under full load and 33.32% (from 0.0052" m" to 0.0035" m" ) at partial load relative to standalone SMC. Overall, the proposed approach demonstrates practical feasibility for improving trajectory tracking precision and maintaining bounded transient responses during liquid transport over uneven terrains.
No takes yet. Share an insight, caveat, or question.
Tú et al. (2026) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: