Chemical Engineering and Materials Science Department, Michigan State University, East Lansing, MI 48824, United States.
J Mech Behav Biomed Mater. 2012 Apr;8:99-110. doi: 10.1016/j.jmbbm.2011.12.014. Epub 2012 Jan 8.
Part I of this paper discussed the Weibull modulus m, versus porosity P behavior of brittle materials, including HA. While the Weibull modulus m deals with the scatter in fracture strength data, this paper (Part II) focuses on two additional key mechanical properties of porous materials, namely the average fracture strength <σ(f)>, and Young's modulus E, for P in the interval from P≈ zero to P≈P(G) (the porosity of the unfired compacts). The <σ(f)> versus P data for HA from this study and the literature data for alumina, yttria stabilized zirconia (YSZ) and silicon nitride are described well by functions of ϕ, where ϕ=1-P/P(G)= the degree of densification. A similar function of ϕ applies to the
本文第一部分讨论了脆性材料(包括 HA)的 Weibull 模量 m 与孔隙率 P 的关系。虽然 Weibull 模量 m 处理的是断裂强度数据的离散性,但本文(第二部分)重点介绍了多孔材料的另外两个关键力学性能,即平均断裂强度 <σ(f)>和杨氏模量 E,其 P 取值范围为 P≈零到 P≈P(G)(未烧制压坯的孔隙率)。本研究中 HA 的 <σ(f)>与 P 数据以及氧化铝、氧化钇稳定氧化锆(YSZ)和氮化硅的文献数据,均由 ϕ 函数很好地描述,其中 ϕ=1-P/P(G)=致密化程度。HA 的