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On the variability of strength to toughness ratio in zirconia-alumina composites

机译:氧化锆-氧化铝复合材料的强韧性比的变异性

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In his review of available flexure strength/fracture toughness (S/Kc) results for ceramic matrix composites, Rice [1] found it useful to relate the S/Kc ratio of these materials to their microstructures, in particular to the volume fraction of the dispersed phase. In some groups of composites, more detailed analysis of S/Kic plots turned out to be difficult due to significant scatter of the data, as shown in Fig. 1 for ZTA materials. The main reason for this scatter is believed to be the fact that different researchers used different measuring techniques and sample sizes for determination of mechanical properties, in particular the fracture toughness. The technique of measuring fracture toughness was shown to affect the calculated S/Kc values in at least one systematically analysed case of non-transformation toughened particulate composite [2]. In ZTA materials the most significant differences are known to appear between the fracture toughness values measured by single edge-notched beam (SENB), indentation fracture (IF) and indentation strength in bending (ISB) techniques [3-5], not only due to the effects of notch size and shape [4], but also due to mostly undefined local notch/indent tip transformation in non-annealed samples [5], Rice suggested in his analysis [1] that to some extent the variability of SIKC results in ceramic paniculate composites may also be attributed to the size difference of the matrices' grains, and this was also indicated in some other works [3,6-8].
机译:在对陶瓷基复合材料的可用挠曲强度/断裂韧性(S / K c)结果进行的回顾中,莱斯[1]发现将这些材料的S / K c比值与其微观结构,特别是与材料的微结构相关联是有用的。分散相的体积分数。在某些复合材料组中,由于数据的显着分散,因此难以对S / Kic曲线进行更详细的分析,如图1所示的ZTA材料。认为这种分散的主要原因是不同的研究人员使用不同的测量技术和样品大小来确定机械性能(尤其是断裂韧性)的事实。在至少一种系统分析的非相变增韧颗粒复合材料的案例中,测量断裂韧度的技术被证明会影响S / K c值的计算[2]。在ZTA材料中,已知由单边切口梁(SENB)测量的断裂韧性值,压痕断裂(IF)和弯曲强度(ISB)技术[3-5]之间会出现最显着的差异,不仅是因为赖特对缺口尺寸和形状的影响[4],但也归因于未退火样品中的不确定的局部缺口/凹痕尖端转换[5],赖斯在他的分析中建议[1],SIK 陶瓷颗粒状复合材料的C结果也可能归因于基体晶粒的尺寸差异,这在其他一些工作中也得到了证明[3,6-8]。

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