相关技术

非线性等效电感对磁阻驱动器驱动性能的影响

  • 支彬安 ,
  • 雷彬 ,
  • 李治源 ,
  • 徐向国
展开
  • 1 解放军军械工程学院,石家庄 050003
    2 河北省军区通信站,石家庄 050003

支彬安(1981-),男,山西临汾人,博士研究生,研究方向:电磁驱动。

收稿日期: 2010-04-22

  网络出版日期: 2025-05-30

基金资助

总装备部预研基金资助

Equivalent Inductance's Influence on the Performance of Reluctance Driver

  • ZHI Binan ,
  • LEI Bin ,
  • LI Zhiyuan ,
  • XU Xiangguo
Expand
  • 1 Ordnance Engineering College, Shijiazhuang 050003,China
    2 Communication Station of Hebei Provincial Military Area, Shijiazhuang 050003, China

Received date: 2010-04-22

  Online published: 2025-05-30

摘要

磁阻驱动器是一种新型直线电动机。其工作原理是通过驱动线圈中的电流与拋体中的磁化电流之间的电磁力而加速拋体至预定速度。在给定驱动线圈结构和抛体参数情况下,抛体与驱动线圈组成的等效电感是驱动线圈中电流和拋体位置的非线性函数。通过有限元软件,仿真得到了等效电感数据,联立机电系统电压和功率平衡方程数值求解了磁阻驱动器发射过程中电容器上的电压及拋体出口速度的变化情况。利用铁磁质抛体进行了试验,验证了磁阻驱动器的实验出口速度与数值计算结果较为一致。

本文引用格式

支彬安 , 雷彬 , 李治源 , 徐向国 . 非线性等效电感对磁阻驱动器驱动性能的影响[J]. 弹箭与制导学报, 2011 , 31(1) : 173 -176 . DOI: 10.15892/j.cnki.djzdxb.2011.01.069

Abstract

Reluctance driver is a new type of linear electromotor. According to the electromagnetic force between the current in driving coil and the magnetic current in projectile, the projectile would be accelerated to a scheduled velocity. In this paper, the theory model and its calculation methods has been introduced. Once the structure of the driving coil and projectile parameters have been given, the equivalent inductance between driving coil and projectile has became the non-linear function of the current in the driving coil and the projectile's position. The equivalent inductance date has been acquired according to the finite element software. According to the voltage and power balance equations of the electromechanical system and the equivalent inductance date, the variable parameters of the launch process such as the voltage on the capacitor and the muzzle velocity of projectile have been numerical calculated. The ferromagnetic projectile has been used for the experiment and the muzzle velocity of experiment is mainly the same as the result from numerical calculation.

参考文献

[1]
G William Slade. Fast finite element solver for a reluctance mass accelerator[J]. IEEE Trans. Magn., 2006, 42(9): 2184-2192.
[2]
G William Slade. A simple unified physical model for a reluctance accelerator[J]. IEEE Trans. Magn., 2005, 41(11): 4270-4276.
[3]
D A Bresie, J A Andrews. Design of a reluctance accelerator[J]. IEEE Trans. Magn., 1991, 27(1): 623-627.
[4]
S K Ingram, S B Pratap. A control algorithm for reluctance accelerators[J]. IEEE Trans. Magn., 1991, 27(1): 156-159.
[5]
D Shen G Henneberger, Ph K Sattler, D Shen. Nature of the equivalent magnetizing for the force calculation[J]. IEEE Trans. Magn., 1992, 28(2): 1068-1071.
[6]
Takefumi Kabashima, Atsushi Kawahara, Tadahiko Goto. Force calculation using magnetizing currents[J]. IEEE Trans. Magn., 1988, 24(1): 451-454.
文章导航

/