宇航计测技术 ›› 2025, Vol. 45 ›› Issue (1): 68-72.doi: 10.12060/j.issn.1000-7202.2025.01.12

• 精密测试技术 • 上一篇    下一篇

基于Simulink的离子微波钟闭环控制仿真分析

辛弄潮,杨国梁,韦彦一,张懿*   

  1. 中国航空工业集团有限公司西安飞行自动控制研究所,西安 710076
  • 出版日期:2025-03-15 发布日期:2025-03-27
  • 作者简介:辛弄潮(1995-),男,工程师,博士,主要研究方向:量子惯性导航、原子钟研制技术。

Analysis of Closed-loop Control of Ion Microwave Clock Based on Simulink

XIN Nongchao,YANG Guoliang,WEI Yanyi,ZHANG Yi*   

  1. Avic Xi’an Flight Automatic Control Research Institute,Xi’an 710076,China
  • Online:2025-03-15 Published:2025-03-27

摘要: 基于离子微波钟的系统组成和工作原理,提出并利用Simulink平台构建了离子微波钟频率闭环控制系统的数学模型。该模型详细模拟了典型闭环控制过程中的动态响应,重点分析了比例-积分-微分(Proportional,Integral,and Derivative,PID)控制器的关键参数、闭环控制环路的响应时间以及离子数目衰减特性对系统稳定性和精度的影响。通过对上述参数的综合优化,明确了它们在提升系统性能中的作用机制,并探讨了不同参数配置对频率稳定性的影响规律。研究结果为离子微波钟的设计与优化提供了直观的仿真验证手段和理论依据,对提高微波钟的长期稳定性和精度具有重要的应用价值。该研究方法和结论可推广至其他基于频率控制的高精度时频设备,为相关领域的工程实践提供参考。

关键词: 原子钟, 闭环控制, 模型仿真

Abstract: This paper presents a mathematical model of the frequency closed-loop control system for an ion microwave clock,constructed using the Simulink platform based on the system architecture and operational principles of the clock.The model simulates the dynamic response of a typical closed-loop control process,with a detailed analysis of key parameters,including the Proportional,Integral,and Derivative (PID) control coefficients,closed-loop response time,ion number decay characteristics,and their impacts on system’s stability and accuracy.Through comprehensive optimization of these parameters,this study elucidates their roles in enhancing system performance and investigates the effects of different parameter configurations on frequency stability.The findings provide a practical simulation and theoretical framework for the design and optimization of ion microwave clocks,contributing to improved long-term stability and precision.The proposed methodology and conclusions are also applicable to other frequency-controlled high-precision time and frequency devices,offering valuable insights for engineering applications in related fields.

Key words: Atomic clock, Closed-loop control, Model simulation

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