| 侵彻过程弹体和靶中应力应变率分布的数值计算 |
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| 引用本文： | 杨超,赵宝荣,田时雨,付克勤.侵彻过程弹体和靶中应力应变率分布的数值计算[J].兵器材料科学与工程,2002,25(3):3-4,40. |
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| 作者姓名： | 杨超 赵宝荣 田时雨 付克勤 |
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| 作者单位： | 兵器工业,第五二研究所,内蒙古,包头,014034 |
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| 摘 要： | 采用动力有限元计算了穿甲弹侵彻装甲时,应力、应变率在弹和弹前端装甲中的分布.结果发现,当穿甲弹以1?400m/s左右的初速侵彻装甲时,在侵彻过程中,弹前端装甲中的应变率最高可达到105/s,但是分布范围很窄,不超过3mm,在此之后的较大范围内, 应变率都是103/s;弹和靶中的应力分布规律与应变率在靶中的分布规律相同.
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| 关 键 词： | 侵彻 有限元 应变率分布 |
| 文章编号： | 1004-244X(2002)03-0003-02 |
Numerical simulations on distribution of stress and strain rate in rod penetrator and armor during penetrating |
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| YANG Chao,ZHAO Bao-rong,TIAN Shi-yu,FU Ke-qin.Numerical simulations on distribution of stress and strain rate in rod penetrator and armor during penetrating[J].Ordnance Material Science and Engineering,2002,25(3):3-4,40. |
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| Authors: | YANG Chao ZHAO Bao-rong TIAN Shi-yu FU Ke-qin |
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| Abstract: | In the paper, the distributions of stress and strain rate in rod penetrators and armors during penetrating have been calculated by finite element analysis. Results show that when the initial penetrating speed of rod penetrators is about 1?400m/s, the strain rate in armors can rise up to 10 5/s during penetrating, but the distribution range is within 3mm; and the strain rate keeps to 10 3/s within a large range later. The distribution laws of the stresses in rod penetrators and armors and the strain rate in armors are about the same. |
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| Keywords: | penetrating finite element strain rate distribution |
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