Size-Independent Flexure Test Technique for the Mechanical Properties of Geocomposites Reinforced by Unidirectional Fibers

IF 2.7 Q1 MATERIALS SCIENCE, CERAMICS Ceramics-Switzerland Pub Date : 2023-10-17 DOI:10.3390/ceramics6040126
Hung Tran Doan, Dora Kroisova, Oleg Bortnovsky
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Abstract

In assessing the bending attributes for geopolymer composites augmented with uni-directional fibers, methodologies aligned with the established American and European standards yield quantifiable values for flexural strength, denoted as σm*, and its corresponding elasticity modulus, E*. Notably, these values exhibit a pronounced dependency on the size of the testing parameters. Specifically, within a judicious range of support span L relative to specimen height H, spanning a ratio of 10 to 40, these metrics can vary by a factor between 2 and 4. By conducting evaluations across an extensive array of H/L ratios and adhering to the protocols set for comparable composites with a plastic matrix, it becomes feasible to determine the definitive flexural elastic modulus E and shear modulus G, both of which can be viewed as size-neutral material traits. A parallel methodology can be employed to deduce size-agnostic values for flexural strength, σm. The established linear relationship between the inverse practical value E* (1/E*) and the squared ratio (H/L)2 is acknowledged. However, a congruent 1/σm* relationship has been recently corroborated experimentally, aligning primarily with Tarnopolsky’s theoretical propositions. The parameter T, defined as the inverse gradient of 1/σm* about (H/L)2, is integral to these findings. Furthermore, the significance of the loading displacement rate is underscored, necessitating a tailored consideration for different scenarios.
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单向纤维增强土工复合材料力学性能的尺寸无关弯曲试验技术
在评估单向纤维增强的地聚合物复合材料的弯曲特性时,采用了与美国和欧洲标准一致的方法,得出了弯曲强度的可量化值,用σm*表示,其对应的弹性模量为E*。值得注意的是,这些值明显依赖于测试参数的大小。具体来说,在相对于试件高度H的合理范围内,跨度为10到40的比例,这些指标可以在2到4之间变化。通过对大量的H/L比进行评估,并遵循为具有塑料基体的可比复合材料设定的协议,可以确定最终的弯曲弹性模量E和剪切模量G,这两者都可以被视为尺寸中性的材料特性。一种平行的方法可以用来推导与尺寸无关的挠曲强度σm值。确认了逆实用值E* (1/E*)与平方比(H/L)2之间已建立的线性关系。然而,一个一致的1/σm*关系最近被实验证实,主要与Tarnopolsky的理论命题一致。参数T,定义为1/σm*约(H/L)2的逆梯度,是这些发现的积分。此外,强调了加载位移率的重要性,需要针对不同的情况进行量身定制的考虑。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
3.00
自引率
7.10%
发文量
66
审稿时长
10 weeks
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