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首页> 外文期刊>Journal of the mechanical behavior of biomedical materials >Part II: fracture strength and elastic modulus as a function of porosity for hydroxyapatite and other brittle materials.
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Part II: fracture strength and elastic modulus as a function of porosity for hydroxyapatite and other brittle materials.

机译:第二部分:羟基磷灰石和其他脆性材料的断裂强度和弹性模量与孔隙率的关系。

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摘要

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 ?, where ?=1-P/P(G)= the degree of densification. A similar function of ? applies to the versus P behavior of HA from this study and data from the literature for alumina, titanium and YSZ. All of the data analyzed in this study (Part II) are based on partially and fully sintered powder compacts (excluding green powder compacts), thus the <σ(f)>/σ(0) versus ? and /E(0) versus ? relationships may apply only to such specimens.
机译:本文的第一部分讨论了包括HA在内的脆性材料的威布尔模量m与孔隙率P行为。韦布尔模量m处理断裂强度数据中的分散问题时,本文(第二部分)着重研究了多孔材料的两个附加关键机械性能,即P的平均断裂强度<σ(f)>和杨氏模量E在从P≈0到P≈P(G)的间隔(未烧结的坯体的孔隙率)。这项研究中HA的<σ(f)>与P数据以及氧化铝,氧化钇稳定的氧化锆(YSZ)和氮化硅的文献数据通过α的函数很好地描述,其中α= 1-P / P(G) =致密化程度。类似的功能?适用于这项研究中HA的与P行为以及来自氧化铝,钛和YSZ的文献数据。本研究(第二部分)中分析的所有数据均基于部分和完全烧结的粉末压块(不包括生粉压块),因此<σ(f)> /σ(0)与?和 / E(0)与?关系仅适用于此类标本。

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