‘Self-sharpening’ behavior and penetration/perforation property of tungsten fiber/metallic glass composite long rods with different fiber diameters
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摘要: 为对比不同直径钨纤维增强金属玻璃复合材料长杆弹的侵彻/穿甲“自锐”行为以及相应弹道性能的异同,综合侵彻/穿甲试验结果和细观有限元模拟,系统开展了不同长杆弹在侵彻/穿甲钢靶过程中的弹靶变形和破坏特性研究,并详细分析长杆弹在不同撞击速度下变形和破坏模式的转变。分析表明:由于不同直径钨纤维在抗弯曲、抗剪切等方面性能的差异,相应复合材料弹体在侵彻过程中表现出不同的破坏特征,从而影响其侵彻/穿甲性能。撞击速度对弹体的变形和破坏模式及其侵彻/穿甲性能也具有显著影响:速度较低时,在钨纤维直径较小情形下,弹体头部纤维在侵彻过程中表现出屈曲失稳现象且逐渐分散,使得弹头发生一定程度钝粗,并导致侵彻阻力增加和侵彻性能下降;随撞击速度增大,在纤维直径较小情形下弹体外侧纤维发生回流,而直径较大时纤维则主要发生剪切破坏,使得弹头进一步锐化并导致侵彻/穿甲性能提升;当撞击速度和钨纤维直径达到某一上限阈值时,弹体头部“边缘层”厚度急剧减小,“自锐”性能有所弱化,侵彻/穿甲能力再次降低。相关研究有助于预测不同直径钨纤维增强的金属玻璃复合材料长杆弹在不同撞击速度条件下的侵彻/穿甲性能,以及优化弹体结构设计和撞击速度等。Abstract: In order to compare the similarities and differences among the ‘self-sharpening’ behavior as well as the corresponding ballistic performance of tungsten fiber / metallic glass matrix (WF/MG) composite long rods with different fiber diameters, the deformation and failure characteristics of various WF/MG composite long rods were investigated systematically integrated with related penetrating test results and mesoscopic finite element (FE) simulation analysis, in which the two-dimensional (2D) and three-dimensional (3D) meso-scale FE geometric models of WF/MG composite long rod were established according to the actual distribution characteristics of metallic glass matrix and tungsten fibers, and a coupled ‘thermo-mechanical-free volume’ constitutive model was applied to characterize the high shear sensitivity as well as high strength of metallic glass matrix. Moreover, the transformation of deformation and failure modes of projectiles under different impact velocities was analyzed in detail. Related analysis demonstrated that due to the differences in the mechanical properties among the tungsten fibers with different diameters, i.e., bending resistance and shear resistance, etc., the corresponding composite long rods exhibit different failure characteristics during the penetration process, and it further affects their penetration / perforation performance. The impact velocity also plays an important role on the deformation and failure modes of composite long rods and the corresponding penetration / perforation performance: when the impact velocity is relatively low, the fibers in the nose of composite rod projectile exhibits unstable buckling phenomenon and gradually disperse during the penetration process, which makes the projectile nose blunt at a certain extent, and induces the increase in the penetration resistance and decrease in the penetration performance; along with the impact velocity increases, in the case that the fiber diameter is small, the fibers on the outer side of projectile nose refluxes back, and when the fiber diameter is large, the fibers mainly behave as shear failure, and it further strengthen the ‘self-sharpening’ behavior as well as the penetration performance of projectile; when the impact velocity and fiber diameter reach a certain upper threshold values, The thickness of ‘edge layer’ in the rod nose is sharply reduced, and thus the ‘self-sharpening’ performance is weakened, and the penetration capability of projectile is decayed again. Related research is beneficial to predicting the penetration / perforation performance of WF/MG composite long rods with different fiber diameters under different impact velocities, and optimizing the structural design of projectile as well as the impact velocity, etc.
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E/Gpa ρ/(kg·m−3) ν Cv/J/(kg·K) v*/10−30 m3 ξc ξ0 Tg/(K) 96 6125 0.36 400 20 134 0.05 625 T0/(K) Ω/10−30 m3 f/s−1 ΔGm/eV α nD Λ 300 25 1×1013 ΔGm ($ \dot{\varepsilon } $) 0.05 3 ΛC=0.05
ΛT=0.35材料 E/GPa ρ/(kg·m−3) ν Tr/K Tm/K Cv/(J·kg−1·k−1) $ {\dot{\varepsilon }}_{0} $/s−1 95W钨合金 410 17900 0.28 300 1752 134 1 30CrMnMo钢 200 7850 0.29 300 1793 477 1 材料 A/MPa B/MPa C m n D1 D2 95W钨合金 1650 450 0.016 1.00 0.12 3.00 0 30CrMnMo钢 1200 310 0.014 1.03 0.26 3.20 0 材料 D3 D4 D5 c0/(m·s−1) S1 γ0 a 95W钨合金 0 0 0 3850 1.44 1.58 0 30CrMnMo钢 0 0 0 4578 1.38 1.67 0.47 表 3 穿甲试验及相应数值模拟结果
Table 3. Penetrating test and the corresponding simulation results
d/mm v0/( m·s−1) 试验侵彻深度/mm 模拟侵彻深度/mm 二维 三维 0.3 1 560 60 60.14 63.09 0.5 1435 52 52.87 51.50 0.7 1475 54 54.84 51.10 1.0 1480 52 55.22 52.74 -
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