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泡沫金屬在雙向承載條件下的力學(xué)性能
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國(guó)家自然科學(xué)基金資助項(xiàng)目(50201003)


The Mechanical Property of Metal Foams under Biaxial Tension
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    摘要:

    根據(jù)各向同性三維網(wǎng)狀泡沫金屬的簡(jiǎn)化結(jié)構(gòu)模型,建立該類(lèi)材料的雙向拉伸力學(xué)分析模型.利用該力學(xué)模型推出泡沫金屬在雙向拉伸破壞時(shí)兩向名義應(yīng)力與孔率3者的數(shù)學(xué)關(guān)系式,并在此基礎(chǔ)上進(jìn)一步得出該類(lèi)材料在承受雙向載荷時(shí)的安全判據(jù).當(dāng)雙向承受的名義應(yīng)力相等時(shí),還可得到泡沫金屬在雙向等荷承載條件下的載荷強(qiáng)度與孔率的數(shù)學(xué)關(guān)系.這些關(guān)系式通過(guò)泡沫鎳為例的有關(guān)實(shí)驗(yàn)數(shù)據(jù)證明是相當(dāng)實(shí)用的.而由本理論體系可得出對(duì)多孔體雙向承載條件的安全性判斷,這似乎是Gibson和Ashby的有關(guān)模型理論所未觸及或難以做到的.

    Abstract:

    A mechanical analytical model is put forward for the three-dimensional isotropic reticulated porous metals under biaxial tension according to a simplified structural model in this study. The relationship between biaxial nominal stresses and porosity at the beginning of breakdown is derived for these materials from this analytical model. Based on the resultant relationship, the safety criterion can be further obtained for these foamed metals under biaxial loading. When the biaxial nominal stresses are equal to each other, the mathematical relationship between loading strength and porosity can be also gained for the foamed metals under biaxial equal loads. According to the typical experiment on nickel foam as an example, it is proved that these theoretical formulas well accorded with the practical ones. The safety criterion for the porous bodies under biaxial loading can be gotten from this model, which is not dealt with or difficult to do by other relative theories, such as Gibson-Ashby model.

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劉培生.泡沫金屬在雙向承載條件下的力學(xué)性能[J].稀有金屬材料與工程,2006,35(7):1025~1029.[Liu Peisheng. The Mechanical Property of Metal Foams under Biaxial Tension[J]. Rare Metal Materials and Engineering,2006,35(7):1025~1029.]
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  • 收稿日期:2005-05-10
  • 最后修改日期:2005-08-08
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