期刊文献+

表面分形表征在功能梯度材料中的应用 被引量:2

APPLICATION OF SURFACE FRACTAL DIMENSION TO FUNCTIONALLY GRADIENT MATERIAL
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摘要 测量了采用等离子喷涂工艺制备的ZrO2 /NiCrAl系功能梯度材料水平面与垂直面的分形维数 ,探索了整个等离子喷涂过程计算机模拟与分形表征之间的关系 ,初步建立了该材料分形维数与宏观性能之间的定量关系。结果表明 ,随NiCrAl含量的升高 ,分形维数呈曲线变化 ,分形维数与抗弯强度具有较好的对应关系 ;在NiCrAl为 2 0 %~ 4 0 %附近存在渗流区域 。 Fractal dimension(D f) of ZrO 2/NiCrAl functionally gradient material(FGM), which was prepared by plasma-spray technology, was measured and the relation between numerical modeling of spraying process and fractal dimension was explored. The relationship between fractal dimension and maroscopical properties was established. The results show that D f displays curvilinear variety with the increment of NiCrAl content and it was found there was a good corresponding relation between them. When NiCrAl content increased from 20% to 40%, the result showed that there was percolation phenomenon, and mechanics shows obvious augment.
出处 《中国体视学与图像分析》 2001年第2期90-94,共5页 Chinese Journal of Stereology and Image Analysis
基金 国防科技"九五"重点预研项目 (12 4 3 1)
关键词 功能梯度材料(FGM) 分形维数 抗弯强度 数值模拟 functionally gradient material(FGM) fractal dimension anti-bending strength numerical modeling
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参考文献7

  • 1杨云志 陈治清.梯度功能材料微观结构的分形表征[J].功能材料,1998,10:952-957.
  • 2Mandelbrot B. B, Paassoja D. E, and Paullay A.J. Fractal character of fractrue surface of metals[J]. Nature, 1984;308:721.
  • 3尚成嘉,孟宪梅,职任涛.ZrO_2增韧Al_2O_3复相陶瓷中氧化锆相分布的分形维数[J].北京科技大学学报,1998,20(1):81-84. 被引量:4
  • 4南策文 陈政新.Ti-Al2O3金属陶瓷的渗流模型.物理学报,1987,36.
  • 5范秋林,胡行方,郭景坤.Ni-ZrO_2亚微米复合材料的导电导热机制[J].中国科学(A辑),1995,25(7):777-784. 被引量:11
  • 6F.H. Harlow and J.E. Welch. Numerical calculation of time - dependent viscous incompressible flow of fluid with free surface [J], Phy.Fluids, 1965;118:2182.
  • 7M. Pasandideh - Fard and J. Mostaghimi. Droplet impact and solidification, ASM Intemational, Materials Park, OH [C], USA, 1996: 637~646.

二级参考文献5

共引文献15

同被引文献52

  • 1王迪吉,赵海英,彭宏.基于分形维数的纹理特征的提取与应用[J].石河子大学学报(自然科学版),2007,25(5):650-653. 被引量:5
  • 2雷孙栓,李宁,王鸿建.电沉积梯度功能材料概述[J].材料保护,1995,28(7):12-14. 被引量:9
  • 3徐滨士.纳米表面工程[M].北京:化学工业出版社,1999:200-227.
  • 4PENTLAND A P.Fractal based description of natural scenes[J].IEEE Trans,PAMI-6,1984(6):661-674.
  • 5Neubrand A, R6del J. Gradient Materials: An Overview of a Novel Concept [ C]. Prec of the Fourth Inter Symp on FGM, 1997,88: 5.
  • 6Glaucio H Paulino. Fracture of functionally graded materials [ J ]. Engineering Fracture Meehanics,2002,69:1519-1520.
  • 7Cho J R, Ha D Y. Volume fraction optimization for minimizing thermal stress in Ni-Al2O3 functionally graded materials[J]. Materials Science and Engineering, 2002, A334:147-155.
  • 8Gasik M M, Ueda S. Micromechanical Modelling of Functionally Graded W-Cu Materials for Divertor Plate Components in a Fusion Reactor[ J ]. Materials Science Forum, 1999,308-311 : 603-607.
  • 9Zhang Baosheng, Michael M Gasik. Stress evolution in graded materials duriog densification by sintering processes [ J ]. Computational Materials Science, 2002,25: 264-271.
  • 10Pitakthapanaphong S, Busso E P. Self-consistent elastoplastic stress solutions for functionally graded material systems subjected to thermal transients[J] .Journal of the Mechanics and Physics of Solids, 2002,50: 695-716.

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