CHINESE JOURNAL OF ENERGETIC MATERIALS
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固体推进剂装药保温特性分析与计算
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1.西安北方惠安化学工业有限公司;2.北京理工大学机电学院

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Analysis and Calculation on Thermal Holding Characteristics of Solid Propellant Charge
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Affiliation:

1.Xi'an North Hui'an Chemical Industry Co, Ltd, Xi'an , China;2.School of Mechatronical Engineering, Beijing Institute of Technology

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    摘要:

    针对大尺寸固体推进剂装药保温时间难以精准预测的工程难题,以四组元HTPB推进剂装药为研究对象,开展高、低温保温试验与数值模拟研究。通过在装药内部布设温度传感器,实时采集装药内部温度时序数据,系统揭示了保温全过程的温度变化规律,建立二维轴对称有限元模型并依托试验数据完成有效性验证。研究表明,装药保温传热过程可划分为温度响应、径向非稳态传热和热平衡三个阶段;径向非稳态传热阶段装药内部温度随时间呈自然指数变化规律,壳体表面温度随时间呈双自然指数变化规律,热平衡阶段的温度分布与径向相对位置呈自然对数函数关系。计算验证结果显示,数值计算误差小于10%,高温与低温工况的计算偏差分别为5.5%和9.9%,预测精度满足工程要求。采用壳体表面温度时序拟合函数修正第一类边界条件后,可有效弥补数值模型简化带来的误差,提升装药传热数值计算精度。

    Abstract:

    To address the engineering difficulty of inaccurate prediction of thermal holding time for large-size solid propellant charges,high and low temperature thermal holding tests and numerical simulations are carried out on a four-component HTPB propellant charge specimen.Temperature sensors are arranged inside the charge to collect time-series internal temperature data in real time,and the temperature variation rules throughout the whole thermal holding process are systematically revealed.A two-dimensional axisymmetric finite element model is established and validated by experimental data.The results show that the heat transfer process of the charge during thermal holding can be divided into three stages:temperature response stage,radial unsteady heat transfer stage and thermal equilibrium stage.In the radial unsteady heat transfer stage,the internal temperature of the charge follows a natural exponential law with time,while the shell surface temperature varies in accordance with the double natural exponential rule.In the thermal equilibrium stage,the temperature distribution presents a natural logarithmic function relationship with the radial relative position.Calculation verification indicates that the overall numerical error is less than 10%,with deviations of 5.5% and 9.9% under high-temperature and low-temperature working conditions respectively,which meets the engineering accuracy requirements.Revising the first-type boundary condition with the time-series fitting function of shell surface temperature can effectively compensate for errors caused by numerical model simplification and improve the calculation accuracy of heat transfer inside the propellant charge.

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引用本文

魏滨邦,伍俊英,冯自瑞,等. 固体推进剂装药保温特性分析与计算[J]. 含能材料,DOI:10.11943/CJEM2026136.

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历史
  • 收稿日期: 2026-06-06
  • 最后修改日期: 2026-09-18
  • 录用日期: 2026-09-11
  • 在线发布日期: 2026-09-16
  • 出版日期: