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20232026
most citedA Physics-Informed Indirect Method for Trajectory Optimization

13 citations · 30 across the 10 of their papers we have counts for

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9 papers · 1 filter

math.OC2026

Nonlinear Guidance for Arrival Time and Arrival Angle Control Using Trajectory Shaping

Kun Wang, Andrés Infante Adrián

This paper proposes a nonlinear trajectory shaping guidance strategy for arrival time and angle control of a constant-speed fixed-wing unmanned aerial vehicle. The look angle is pa…

math.OC2025

Nonlinear Optimal Guidance for Impact Time Control with Field-of-View Constraint

Fangmin Lu, Zheng Chen, Kun Wang

An optimal guidance law for impact time control with field-of-view constraint is presented. The guidance law is derived by first converting the inequality-constrained nonlinear opt…

math.OC2024

Nonlinear Optimal Guidance with Constraints on Impact Time and Impact Angle

Fanchen Wu, Zheng Chen, Xueming Shao +1

This paper aims to address the nonlinear optimal guidance problem with impact-time and impact-angle constraints, which is fundamentally important for multiple pursuers to collabora…

math.OC2024★ 12 cited

Fuel-optimal powered descent guidance for lunar pinpoint landing using neural networks

Kun Wang, Zheng Chen, Jun Li

This paper presents a Neural Networks (NNs) based approach for designing the Fuel-Optimal Powered Descent Guidance (FOPDG) for lunar pinpoint landing. According to Pontryagin's Min…

math.OC2024★ 3 cited

Fuel-Optimal Trajectory Planning for Lunar Vertical Landing

Kun Wang, Zheng Chen, Jun Li

In this paper, we consider a trajectory planning problem arising from a lunar vertical landing with minimum fuel consumption. The vertical landing requirement is written as a final…

math.OC2024★ 2 cited

Neural-Network-Based Optimal Guidance for Lunar Vertical Landing

Kun Wang, Zheng Chen, Fangmin Lu +1

This paper addresses an optimal guidance problem concerning the vertical landing of a lunar lander with the objective of minimizing fuel consumption. The vertical landing imposes a…

math.OC2024★ 13 cited

A Physics-Informed Indirect Method for Trajectory Optimization

Kun Wang, Fangmin Lu, Zheng Chen +1

This work presents a Physics-Informed Indirect Method (PIIM) that propagates the dynamics of both states and co-states backward in time for trajectory optimization problems. In the…

math.OC2023

Real-time optimal control for attitude-constrained solar sailcrafts via neural networks

Kun Wang, Fangmin Lu, Zheng Chen +1

This work is devoted to generating optimal guidance commands in real time for attitude-constrained solar sailcrafts in coplanar circular-to-circular interplanetary transfers. First…

math.OC2023

A New Smoothing Technique for Bang-Bang Optimal Control Problems

Kun Wang, Zheng Chen, Zhenyu Wei +2

Bang-bang control is ubiquitous for Optimal Control Problems (OCPs) where the constrained control variable appears linearly in the dynamics and cost function. Based on the Pontryag…