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-  2018 

涂层-纤维增强磁电弹性材料的变分渐近细观力学模型
Variational asymptotic micromechanics model of coating-fiber reinforced magneto-electro-elastic materials

DOI: 10.13801/j.cnki.fhclxb.20171115.001

Keywords: 磁电弹性材料,涂层-纤维,有效材料属性,局部场,细观力学模型,变分渐近均匀化理论
magneto-electro-elastic materials
,coating-fiber,effective properties,local field,micromechanical model,variational asymptotic method

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Abstract:

涂层可对纤维起到表面改性及调节界面残余应力的作用,对宏观性能有重要的影响。为准确预测多场环境下涂层-纤维增强磁电弹性(MEE)材料的有效属性和局部场分布,基于变分渐近理论建立均匀化细观力学模型。从非均匀连续介质的总电磁焓入手,利用材料细观尺度远小于宏观尺度的特征,将多物理场下细观力学建模转换为约束条件下总电磁焓的最小化问题。为分析工程应用中智能材料的涂层-纤维细观结构,采用有限元技术实现该模型的数值模拟。通过与有限元结果的对比分析表明:构建的模型可准确预测涂层-纤维增强MEE材料的多物理场行为,不同厚度和刚度的涂层对应力集中和有效属性有较大的影响,同时揭示了许多独特的电-磁交互现象,为预测和优化涂层-纤维增强MEE材料的性能提供有益的参考。 The coating plays an important role in the surface modification of the fiber and adjusting the interface residual stress, which has a great influence on the macro performance. In order to accurately predict the effective properties and local field distributions of coating-fiber reinforced magneto-electro-elastic (MEE) materials under a multi field environment, a homogenized micromechanical model was established based on variational asymptotic method. Starting from the total electromagnetic enthalpy of inhomogeneous continuous media, the micromechanical model of multi physics field was converted to the minimization of total electromagnetic enthalpy under confined conditions by using the characteristics that the microscale of the material is much smaller than the macroscopic scale. In order to analyze the general microstructure of intelligent materials in engineering applications, the finite element method was used to implement the numerical simulation of the model. By comparing with the result of finite element analysis, the results show that the model can accurately predict the multiphysics behavior of coating-fiber reinforced MEE materials. The coatings with different thickness and stiffness have a great influence on the stress concentration and effective properties. Meanwhile, many interesting electro-magnetic interaction phenomenen are revealed, which are useful for the performance prediction and optimization of coating-fiber reinforced MEE materials. 国家自然科学基金(51778088);重庆市自然科学基金(cstc2016jcyjA0426;cstc2017jcyjBX00036)

References

[1]  LUO J, WANG X. On the anti-plane shear of an elliptic nano inhomogeneity[J]. European Journal of Mechanics A:Solids, 2009, 28(5):926-934.
[2]  BRISARD S, DORMIEUX L, KONDO D. Hashin-Shtrikman bounds on the bulk modulus of a nanocomoposite with spherical inclusions and interface effects[J]. Computational Materials Science, 2010, 48(3):589-596.
[3]  BERDICHEVSKY V L. Variational-asymptotic method of constructing a theory of shells[J]. PMM, 1979, 43(4):664-687.
[4]  YU W, HODGES D, VOLOVOI V, et al. On Timoshenko-like modeling of initially curved and twisted composite beams[J]. International Journal of Solids and Structure, 2002, 39(19):5101-5121.
[5]  ZHONG Y F, CHEN L, YU W, et al. Asymptotical construction of a reisser-like model for multilayer functionally graded magneto-electro-elastic plates[J]. Composite Structures, 2012, 96(8):786-798.
[6]  YU W, TANG T. Variational asymptotic method for unit cell homogenization of periodically heterogeneous materials[J]. International Journal of Solids and Structure, 2007, 44(6):3738-3755.
[7]  YU W, TANG T. A variational asymptotic micromechanics model for predicting thermoelastic properties of heterogeneous materials[J]. International Journal of Solids and Structure, 2007, 44(8):7510-7525.
[8]  钟轶峰, 张亮亮, 周小平, 等. 复合材料热导性能的变分渐近均匀化细观模型[J]. 复合材料学报, 2015, 32(4):1173-1178.ZHONG Y F, ZHANG L L, ZHOU X P, et al. Variational asymptotic homogenization micromechanics model for thermal conductivity of composites[J]. Acta Materiae Compositae Sinica, 2015, 32(4):1173-1178(in Chinese).
[9]  ZHONG Y F, CHEN L, YU W. Variational asymptotic modeling of the thermomechanical behavior of composite cylindrical shells[J]. Composite Structures, 2012, 94(3):1023-1031.
[10]  钟轶峰, YU Wenbin. 用变分渐近法进行复合材料层合板仿真及三维场重构[J]. 复合材料学报, 2010, 27(4):174-179.ZHONG Y F, YU W B. Simulation of composite laminated plates and three-dimensional field reconstruction using variational asymptotic method[J]. Acta Materiae Compositae Sinica, 2010, 27(4):174-179(in Chinese).
[11]  LEE J, BOYD J G, LAGOUDAS D C. Effective properties of three-phase electro-magneto-elastic composites[J]. International Journal of Engineering Science, 2005, 43(3):790-825.
[12]  LI J Y, DUNN M L. Micromechanics of magneto-electro-elastic composite materials:Average fields and effective behavior[J]. Intelligent Material Systems Structure, 1998, 25(9):404-416.
[13]  ABOUDI J. Micromechanical analysis of fully coupled electro-magneto-thermo-elastic multiphase composites[J]. Smart Materials and Structures, 2001, 32(10):867-877.
[14]  ZHENG Y T, CAO D R, WANG D S. Study on the interface modification of bagasse fiber and the mechanical properties of its composite with PVC[J]. Composites Part A:Applied Science and Manufacturing, 2007, 20(38):20-25.
[15]  DUAN H L, YI X, HUANG Z P. A unified scheme for prediction of effective moduli of multiphase composites with interface effects:Part Ⅱ-Application and scaling laws[J]. Mechanical of Materials, 2007, 42(39):94-103.
[16]  SHARMA P, GANTI S, BHATE N. Effect of surfaces on the size-dependent elastic state of nano-inhomogeneities[J]. Applied Physics Letters, 2003, 82(4):535-537.
[17]  SHARMA P, GANTI S. Size-dependent Eshelby's tensor for embedded nano-inclusions incorporating surface/interface energies[J]. Journal of Applied Mechanical, 2004, 71(5):663-671.
[18]  DUAN H L, WANG J, HUANG Z P, et al. Size-dependent effective elastic constants of solids containing nano-inhomogeneities with interface stress[J]. Journal of Applied Mechanical and Physics of Solids, 2005, 53(7):1574-1596.
[19]  HE L H, LI Z R. Impact of surface stress on stress concentration[J]. International Journal of Solids and Structure, 2006, 43(20):6208-6219.
[20]  CHEN T Y. Exact size-dependent connections between effective moduli of fibrous piezoelectric nanocomposites with interface effects[J]. Acta Mechanica, 2008, 196(3-4):205-217.

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