期刊文献+

碳原子在钴粘结相中的扩散系数 被引量:1

Diffusion coefficient of C in Co binder phase
在线阅读 下载PDF
导出
摘要 对硬质合金渗碳时碳原子在粘结相钴中的扩散系数进行了研究,假定C与O、N等非金属扩散原子在液态金属中的扩散具有相似之处,导出了一个求算碳原子在液态金属钴中的扩散系数方程式(DAB=D0(dB/dA)exp[-0.17Tm(16+K0)/T])。式中:D0为液态金属自扩散ARRHENIUS方程的频率因子,dB和dA分别为溶剂金属原子和扩散原子的直径,Tm为金属的熔点温度,K0为溶剂金属原子的价态,T为扩散温度。)该方程适用于碳及其它非金属扩散原子在液态金属中的扩散系数计算,经与实测结果对比,证明其计算结果与实测结果具有较好的一致性。 Diffusion coefficient of C in Co binder phase is investigated. Supposing C is similar to non-metallic atoms, for example O and N, a diffusion equation for calculating the diffusion coefficent of nonmetal atoms such as C in liquid metallic cobalt is derived as DAB=D0(dB/dA exp[-0.17Tm(16+K0)/T], where, D0-Frequency factor, dB-Atomic diameter of solvent metal, dA-Diameter of diffused atom, Tin-Melting temperature, T-Diffusion temperature, K0-Atomic value of solvent metal. Comparison with experimental data identifies that the calculated data gained from the proposed equation are consistent with those determined by experiments rather good.
出处 《粉末冶金材料科学与工程》 EI 2007年第2期82-86,共5页 Materials Science and Engineering of Powder Metallurgy
关键词 硬质合金 粘结相 扩散系数 cemented carbide carbon binder phase diffusion coefficient
作者简介 通讯作者:羊建高,电话:0797-3819889;E-mail:zyyjg@zy-tungsten.com
  • 相关文献

参考文献4

  • 1[2]CAHOON J R.A modified "hole" theory for solute impurity diffusion in liquid metals[J].Metallurgical and Materials Transaction A,1997,28A(3):583-593.
  • 2[3]CAHOON J R,SHERBY O D.The activation energy for lattice self-diffusion and Engel-Brewer theory[J].Metallurgical Transaction A,1992,23A(9):2491-2500.
  • 3[4]BURACHYNSKY V,CAHOON J R.A theory for solute impurity diffusion,which considers Engel-Brewer alence,balancing the Fermi Energy Levels of solvent and solute,and differences in zero point energy[J].Metallurgical and Materials Transaction A,1996,28A(3):563-582.
  • 4[5]CHHABRA R P,ROY A K.Diffusivity of oxygen and nitrogen in liquid metals:an explicit formulation[J].Z Metallkde,1988,Bd.79(H.1):64-67.

同被引文献14

  • 1曹钢,王桂珍,任晓荣.一维热传导方程的基本解[J].山东轻工业学院学报(自然科学版),2005,19(4):77-80. 被引量:16
  • 2王崇琳.扩散方程解和烧结材料中合金元素的分布[J].粉末冶金材料科学与工程,2006,11(2):79-84. 被引量:10
  • 3刘清才,林静.冶炼钒钛磁铁矿时铁液中钒的扩散及V_2O_5还原动力学[J].钢铁钒钛,1996,17(2):15-19. 被引量:7
  • 4孙蓟泉,李慧剑,马世麟.结晶器冷却强度与坯壳厚度的关系[J].钢铁,1997,32(2):24-27. 被引量:9
  • 5Hamidreza N, Jafar R, Siroos A. As-cast Mechanical Properties of Vanadium/Niobium Microalloyed Steels[J]. Materials Science and Engineering : A, 2008, 486 (1-2) : 1-7.
  • 6Surender M, Balasubramaniam R, Basu B. Electrochemical Behavior of Electrodeposited Ni-WC Composite Coastings[J]. Sur- face and Coatings Technology, 2004,187 ( 1 ) : 93- 97.
  • 7Paradisi P,Cesari R, Mainardi F, et al. The Fractional Fick's Law for Non-local Transport Processes[J]. Physica A: Statistical Mechanics and its Applications, 2001, 293(1-2):130-142.
  • 8王国连,宁林新,朱志远等.板坯堆冷对元素扩散的影响研究[C]..2005中国钢铁年会论文集3.北京:冶金工业出版社,2005.562-564.
  • 9Mainardi F,Luchko Y,Pagnini G. The Fundamental Solution of the Space-time Fractional Diffusion Equation[J]. Frac- tional Calculus and Applied Analysis,2001,4(2) :153-192.
  • 10Lee J H, Liu Shan, Miyahara H, et al. Diffusion-coefficient Measurements in Liquid Metallic Alloys[J]. Metallurgical and Materials Transactions B, 2004,35 (5) : 909-917.

引证文献1

二级引证文献3

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部