CHINESE JOURNAL OF ENERGETIC MATERIALS
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TATB基PBX的准静态拉压非线性本构模型及其应用(英)
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中国工程物理研究院化工材料研究所,四川 绵阳 621999

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国家自然科学基金(11472252;11572295),军科委国防科技创新基金(1300013)


Quasi‑static Tension‑compression Nonlinear Constitutive Model of TATB-based PBX and its Application
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Institute of Chemical Materials, CAEP, Mianyang 621999, China

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    摘要:

    高聚物粘结炸药(PBX)的应力应变曲线普遍存在非线性显著和对称性较差的特点,本构模型构建困难是炸药材料力学性能研究中的一个难题。以PBX‐901为研究对象,开展了不同温度下的单轴拉伸和单轴压缩试验,根据获得的S型应力应变曲线,基于Boltzmann函数分别推导建立了一种四参数本构模型和一种双参数本构模型。结果表明:较之于四参数本构模型,双参数本构模型的参数确定不需要参数拟合,仅采用压缩强度和初始段弹性模量解析求解的方式获取即可,描述精度误差低于5%。最后采用ANSYS软件的二次开发模块,实现了双参数本构模型在巴西圆盘试验中的数值模拟应用,试验结果和数值模拟结果的对比分析显示二者的相对误差仅5.11%,表明所建立的双参数本构模型的描述精度满足工程需要。

    Abstract:

    The stress-strain curves of polymer bonded explosives (PBXs) are generally nonlinear and poorly unsymmetric.The construction of constitutive model is a difficult problem in the research of mechanical properties of explosives.In this paper, tak-ing PBX-901 as the research object, the uniaxial tension and compression experiments at different temperatures were carried out firstly.Then, a four-parameter and a two-parameter constitutive model were respectively established and the relative undeter-mined parameters were determined based on the Boltzmann function according to S-shaped stress-strain curves obtained.The parameters of two-parameter constitutive model can be determined only using analytical solution including the compression strength and initial segment elastic modulus, and its description error is less than 5%, while the parameters of the four-parameter model though parameter fitting.Finally the second development module of ANSYS software was adopted to realize the numerical application of the two -parameter constitutive model for the Brazilian disk tests.Through comparison with the experimental re-sults, the relative error of numerical results only is about 5.11%.The description precision of the nonlinear two-parameter consti-tutive model established in the text is satisfactory and it meets the needs of engineering

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引用本文

唐维,袁洪魏,温茂萍,等. TATB基PBX的准静态拉压非线性本构模型及其应用(英)[J].含能材料, 2018, 26(8):701-707. DOI:10.11943/CJEM2017393.
TANG Wei, YUAN Hong-wei, WEN Mao-ping, et al. Quasi‑static Tension‑compression Nonlinear Constitutive Model of TATB-based PBX and its Application[J]. Chinese Journal of Energetic Materials, 2018, 26(8):701-707. DOI:10.11943/CJEM2017393.

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  • 收稿日期: 2017-12-29
  • 最后修改日期: 2018-05-24
  • 录用日期: 2018-03-07
  • 在线发布日期: 2018-05-18
  • 出版日期: 2018-08-23