首页> 外文期刊>The Journal of Strain Analysis for Engineering Design >Use of the tapered double-cantilever beam geometry for fracture toughness measurements and its application to the quantification of self-healing
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Use of the tapered double-cantilever beam geometry for fracture toughness measurements and its application to the quantification of self-healing

机译:锥形双悬臂梁几何形状在断裂韧性测量中的应用及其在自愈量化中的应用

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摘要

The successful invention of self-healing polymer composites a decade ago necessitated a methodology to quantify the ability of the material to heal and recover structural properties following damage. Healing efficiency was defined as the ratio of healed to virgin fracture toughness, η = KIChealed/KICvirgin. Early work took advantage of the crack length independence offered by a tapered double-cantilever beam (TDCB) fracture geometry to simplify calculation of healing efficiency to the ratio of healed to virgin critical loads, η = PChealed/PCvirgin. The current work investigates the application of the TDCB geometry and three common geometries utilized in the broader fracture literature (the compact tension (CT), single-edge notch bend (SENB), and single-edge notch tension (SENT) geometries) to the measurement of healing efficiency. While the TDCB geometry simplifies the calculation of healing efficiency because the crack lengths do not need to be accounted for, it is shown that if the virgin and healed crack lengths are not accurately accounted when using the CT, SENB, and SENT geometries, errors in calculated healing efficiency can be several hundred per cent. The TDCB geometry is reviewed at length, including the underlying theory and experimental calibration and validation of TDCB geometry.
机译:十年前成功发明了自修复聚合物复合材料,因此需要一种方法来量化材料在受损后的修复和恢复结构特性的能力。愈合效率定义为愈合后的原始韧度与断裂韧度之比,η= K IC 愈合后的 / K IC 处女 。早期工作利用了锥形双悬臂梁(TDCB)断裂几何形状提供的裂纹长度独立性,以简化愈合效率与愈合临界载荷与原始临界载荷之比的计算,η= P C 治愈< / sub> / P C 处女 。当前的工作调查了TDCB几何形状和在更广泛的断裂文献中使用的三种常见几何形状(紧凑张力(CT),单边切口弯折(SENB)和单边切口张力(SENT)几何)在牙套中的应用。愈合效率的测量。虽然TDCB几何简化了愈合效率的计算,因为不需要考虑裂纹长度,但显示出,如果使用CT,SENB和SENT几何形状不能准确地计算原始和愈合的裂纹长度,则误差会很大。计算出的治愈率可以达到百分之百。详细介绍了TDCB的几何形状,包括有关TDCB几何形状的基础理论和实验校准以及验证。

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  • 作者

    E N Brown;

  • 作者单位

    Los Alamos National Laboratory, Physics Division, MS H803 Los Alamos, New Mexico, USA. email: en_brown{at}lanl.gov;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
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