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无人作战飞机自主机动决策方法综述

罗越群 丁达理 谭目来 刘屹东 周欢

航空学报2025,Vol.46Issue(7):25-54,30.
航空学报2025,Vol.46Issue(7):25-54,30.DOI:10.7527/S1000-6893.2024.30877

无人作战飞机自主机动决策方法综述

A review of autonomous maneuver decision methods for unmanned combat aerial vehicle

罗越群 1丁达理 2谭目来 1刘屹东 1周欢2

作者信息

  • 1. 空军工程大学研究生院,西安 710038
  • 2. 空军工程大学 航空工程学院,西安 710038
  • 折叠

摘要

Abstract

Autonomous maneuver decision is a key technology in air-to-air confrontation,and the study of autono-mous maneuver decision involves an optimal maneuver solution method.Through the study of autonomous maneuver decision method,the real-time and accuracy of autonomous maneuver decision of Unmanned Combat Aerial Vehicle(UCAV)in an aerial combat engagement can be improved,which has important theoretical research significance and application value in the promotion of UCAV's autonomous aerial combat and manned/unmanned aircraft cooperative aerial combat.Currently,a large number of studies have been conducted around the theories of mathematical solu-tion,data-driven,intelligent optimization and their applications,which have given a greater impetus to the research of autonomous maneuver decision methods and their applications.Firstly,the basic concept of autonomous maneuver decision of UCAV is elaborated,then the research progress of maneuver decision methods is reviewed,several meth-ods commonly used in maneuver decision research are introduced,the maneuver decision methods are classified and summarized and the performance of several typical maneuver decision methods in air combat simulation is compared.Finally,the difficulties and prospects of autonomous maneuver decision research are pointed out.

关键词

无人作战飞机/自主空战/自主机动决策/数学求解/数据驱动/智能优化

Key words

unmanned combat aerial vehicle/autonomous aerial combat/autonomous maneuver decision/math-ematical solution/data-driven/intelligent optimization

分类

航空航天

引用本文复制引用

罗越群,丁达理,谭目来,刘屹东,周欢..无人作战飞机自主机动决策方法综述[J].航空学报,2025,46(7):25-54,30.

基金项目

国家自然科学基金(62101590) National Natural Science Foundation of China(62101590) (62101590)

航空学报

OA北大核心

1000-6893

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