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通感一体化赋能的低空无人机数字孪生同步性能联合优化

代陈,  朱靖怡,  左益平,  曹浩彤,  肖甫

代陈, 朱靖怡, 左益平, 曹浩彤, 肖甫. 通感一体化赋能的低空无人机数字孪生同步性能联合优化[J]. 电子与信息学报. doi: 10.11999/JEIT261138
引用本文: 代陈, 朱靖怡, 左益平, 曹浩彤, 肖甫. 通感一体化赋能的低空无人机数字孪生同步性能联合优化[J]. 电子与信息学报. doi: 10.11999/JEIT261138
DAI Chen, ZHU Jingyi, ZUO Yiping, CAO Haotong, XIAO Fu. Joint Optimization of Digital Twin Synchronization Performance for ISAC-Enabled Low-Altitude UAV Systems[J]. Journal of Electronics & Information Technology. doi: 10.11999/JEIT261138
Citation: DAI Chen, ZHU Jingyi, ZUO Yiping, CAO Haotong, XIAO Fu. Joint Optimization of Digital Twin Synchronization Performance for ISAC-Enabled Low-Altitude UAV Systems[J]. Journal of Electronics & Information Technology. doi: 10.11999/JEIT261138

通感一体化赋能的低空无人机数字孪生同步性能联合优化

doi: 10.11999/JEIT261138 cstr: 32379.14.JEIT261138
基金项目: 国家自然科学基金青年科学基金项目(62402232, 62301279,62501306),国家自然科学基金杰出青年科学基金项目 (62125203),江苏省自然科学基金青年科学基金项目(BK20240623),江苏省特聘教授计划项目
详细信息
    作者简介:

    代陈:男, 讲师, 硕士生导师, 研究方向为通感一体化、数字孪生、无人机通信网络, 邮箱daichen@njupt.edu.cn

    朱靖怡:女, 硕士生, 研究方向为通感一体化、数字孪生、无人机通信网络

    左益平:女, 讲师, 硕士生导师, 研究方向为通感一体化、无人机通信网络

    曹浩彤:男, 教授, 硕士生导师, 研究方向为6G智能通信与网络、低空智简通信

    肖甫:男, 教授, 博士生导师, 研究方向为物联网感知计算、通感一体化

    通讯作者:

    肖甫 xiaof@njupt.edu.cn

  • 中图分类号: XXXXXXXXXXX

Joint Optimization of Digital Twin Synchronization Performance for ISAC-Enabled Low-Altitude UAV Systems

  • 摘要: 针对低空无人机数字孪生(Digital Twin, DT)系统中感知与通信分离设计导致频谱资源利用率较低、状态更新时延较大以及虚实映射精度受限的问题,提出一种通感一体化(Integrated Sensing and Communication,ISAC)赋能的数字孪生同步性能联合优化方法。首先,构建由物理s层、ISAC模块和DT层组成的低空无人机数字孪生闭环架构,并建立通信时延、感知误差和数字孪生同步性能模型。在此基础上,分析带宽、发射功率与无人机轨迹之间的耦合关系,以数字孪生映射误差和更新时间的加权和最小为目标,建立长期联合优化问题。考虑到无人机轨迹控制属于长期序列决策,而带宽和发射功率配置需要在单个时隙内完成,设计一种由面向数字孪生的近端策略优化和交替资源优化模块组成的协同求解方法。其中,DT-aware PPO(Proximal Policy Optimization, PPO)用于优化无人机的长期飞行轨迹,资源优化模块根据当前轨迹和信道状态配置带宽与发射功率,并将数字孪生同步性能反馈给轨迹控制模块。在给定仿真参数下,与非ISAC PPO方案相比,所提方法将数字孪生映射误差由2.009降低至1.084,将平均通信时延由13.102 s降低至3.200 s。与随机轨迹、资源均分等资源分配及典型路径规划算法相比,所提方法能够进一步降低系统综合代价,并在动态扰动下保持较好的决策效率和稳定性。
  • 图  1  ISAC赋能低空无人机数字孪生系统闭环优化框架

    图  2  数字孪生系统通信模型示意图

    图  3  数字孪生系统协同感知模型示意图

    图  4  ISAC-PPO与无ISAC-PPO的无人机飞行轨迹及数字孪生同步性能对比

    图  5  不同优化方案下数字孪生同步性能随时隙的变化

    图  6  不同算法的平均奖励收敛曲线对比

    图  7  不同算法的系统性能、决策效率及动态抗扰能力对比

    图  8  关键系统参数对数字孪生同步性能的影响

    表  1  DT-aware PPO与资源优化协同算法

     输入: 系统参数、Actor网络参数 $ \theta $、Critic网络参数 $ \phi $、最大
     训练回合数E。
     输出:优化后的无人机控制策略。
     (1) 初始化Actor网络、Critic网络及资源优化模块参数;
     (2) for episode = 1,2,···,E do
     (3)  初始化无人机状态 $ {s}_{t}=\{{\boldsymbol{q}}_{t},{\boldsymbol{v}}_{t},{\boldsymbol{h}}_{t},{\boldsymbol{L}}_{t}\} $;
     (4)  for t = 1,2,···,T do
     (5)   根据策略$ {\pi }_{\theta }({s}_{t}) $生成控制动作$ {a}_{t} $,并执行约束投影满足
         加速度限制;
     (6)   根据无人机运动模型更新位置$ {\boldsymbol{q}}_{t+1}=f\left({\boldsymbol{q}}_{t},{\boldsymbol{a}}_{t}\right) $;
     (7)   固定无人机轨迹$ {\boldsymbol{q}}_{t} $,求解通信感知资源优化问题(式14);
     (8)   根据资源配置结果计算DT同步性能 $ {E}^{\text{DT}}(t) $ 与
         $ {T}^{\text{DT}}(t) $;
     (9)   根据DT同步反馈计算奖励(式18);
     (10)    更新Actor-Critic网络。
     (11)   end for
     (12) end for
     (13) return优化后的飞行控制策略
    下载: 导出CSV

    表  2  仿真参数

    参数名称 符号 数值 参数名称 符号 数值
    无人机数量 N 3 时隙长度 $ {\varDelta }t $ 1 s
    无人机飞行高度 H 100 m 任务到达率 λ 默认1.0
    无人机最大飞行速度 $ {V}_{\max } $ 30 m/s 本地感知误差方差 $ \sigma _{\text{local}}^{2} $ 0.05
    无人机最大加速度[13] $ {a}_{\max } $ 5 m/$ {s}^{2} $ 状态漂移率系数 $ {\alpha }_{i} $ 0.1
    载波频率[7] $ {f}_{c} $ 2.4GHz 最大允许同步时延 $ {T}_{\max } $ 8s
    参考距离信道增益[1] $ {\beta }_{0} $ -30dB 单个任务数据量 $ {D}_{\text{task}} $ 1 Mbit
    路径损耗指数[14] ζ 2.2 正惩罚系数 $ {C}_{\text{penalty}} $ 100
    噪声功率谱密度[14] $ {N}_{0} $ –174 dBm/Hz PPO训练参数 $ \gamma ,{\lambda }_{\text{GAE}},{\epsilon }_{\text{clip}} $ 0.99,0.95,0.2
    系统总带宽 B 默认10 MHz 系统最大发射功率 $ {P}_{\max } $ 默认0.8 W
    下载: 导出CSV
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  • 修回日期:  2026-10-16
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