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首页> 外文期刊>Journal of Materials Science >Volume fraction effect on high strain rate properties of syntactic foam composites
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Volume fraction effect on high strain rate properties of syntactic foam composites

机译:体积分数对复合泡沫复合材料高应变速率性能的影响

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The volume fraction effect on the high strain rate compressive properties of syntactic foams is characterized using a pulse-shaped Split-Hopkinson Pressure Bar (SHPB) technique. Eighteen different types of syntactic foams are fabricated with the same matrix resin system but six different microballoon volume fractions and three different size microballoons. The volume fractions of the microballoons in the syntactic foams are maintained at 0.1, 0.2, 0.3, 0.4, 0.5, and 0.6. The microballoons have the same mean outer radius of 40 μm, but different internal radii leading to a difference in their density. Analysis is carried out on the effect of microballoon volume fractions on the high strain rate properties for each type of syntactic foam. This approach is helpful in understanding the effect of microballoon reinforcement at different volume fractions on the dynamic compressive properties of syntactic foams. The results at high strain rates are compared to quasi-static strain rate compressive properties of the same material. The results show that there is a decrease in both compressive strength and modulus as the microballoon volume fraction increases for the same type of syntactic foam at all strain rates. However, at strain rates of quasi-static and 450/s, the decrease tends to be gradual across all volume fractions, while for strain rates of 800/s, there is a dramatic decrease from 10 to 20% followed by a gradual decline for most specimens. The fracture mode plays a major role in the dynamic behavior of syntactic foams.
机译:使用脉冲形的斯普利特-霍普金森压杆(SHPB)技术来表征体积分数对高密度应变压缩泡沫的影响。使用相同的基体树脂系统制造了18种不同类型的句法泡沫,但使用了6种不同的微气球体积分数和3种不同尺寸的微气球。句法泡沫中的微气球的体积分数保持在0.1、0.2、0.3、0.4、0.5和0.6。微气球的平均外半径相同,为40μm,但内部半径不同,导致它们的密度不同。针对每种类型的复合泡沫,分析了微气球体积分数对高应变率特性的影响。此方法有助于理解不同体积分数的微气球补强对句法泡沫动态压缩特性的影响。将高应变率下的结果与相同材料的准静态应变率压缩特性进行比较。结果表明,对于相同类型的复合泡沫,在所有应变速率下,随着微气球体积分数的增加,抗压强度和模量均降低。但是,在准静态应变率和450 / s的情况下,所有体积分数的下降趋势都是逐渐的,而对于800 / s的应变率,则从10%急剧下降到20%,然后逐渐下降。大多数标本。断裂模式在句法泡沫的动态行为中起主要作用。

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