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首页> 外文期刊>Journal of Polymer Science, Part B. Polymer Physics >Fracture toughness of polymers in the ductile-to-brittle transition region: Statistical approach and lower bound determination
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Fracture toughness of polymers in the ductile-to-brittle transition region: Statistical approach and lower bound determination

机译:韧性到脆性过渡区的聚合物断裂韧性:统计方法和下限确定

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A method available in literature was adapted and proposed for treating scatter and nonlinearity effects in fracture toughness of polymers in the ductile-to-brittle transition regime. The materials used were polypropylene homopolymer (PPH) and a polypropylene-elastomeric polyolefin blend (PPH/POes 20 wt %), at room temperature and at 20-mm/min test rate. Under such conditions, the fracture toughness presents a large scatter and a mean value can not be used as a design parameter because it leads to toughness overestimation. Then, there is a need to find a threshold of toughness, as a safe characteristic value for design. The toughness was evaluated by using the J-integral approach. Large sets of specimens, 53 samples per each material, were tested with the purpose to reveal a reliable tendency in fracture behavior. As the toughness was considered non-uniform throughout the material, a weakest link model was assumed, and then results were analyzed statistically by means of a three-parameter Weibull model (3P-W). The PPH responded well to this 3P-W model, whereas some deviations from the original model were observed in the PPH/POes blend. However, lower-bound toughness values could be determined for both materials by censoring nonvalid data (Delta a > 0.1b(0)). From an engineering point of view, the results are very encouraging, since this methodology allows to obtain a threshold of fracture toughness from a given population, that is suitable to characterize the material fracture toughness at a given temperature and strain rate. (c) 2005 Wiley Periodicals, Inc.
机译:改编并提出了一种文献中可用的方法,用于处理在韧性到脆性转变条件下聚合物断裂韧性的散射和非线性效应。在室温下以20mm / min的测试速率使用的材料是聚丙烯均聚物(PPH)和聚丙烯-弹性体聚烯烃共混物(PPH / POes 20wt%)。在这种条件下,断裂韧性会出现较大的分散,并且平均值不能用作设计参数,因为它会导致韧性高估。然后,需要找到韧性阈值,作为设计的安全特性值。通过使用J积分方法评估韧性。测试了一组大样本,每种材料53个样本,目的是揭示断裂行为的可靠趋势。由于认为韧性在整个材料中是不均匀的,因此假设使用最弱的链接模型,然后使用三参数Weibull模型(3P-W)对结果进行统计分析。 PPH对此3P-W模型的响应良好,而在PPH / POes混合物中发现与原始模型有些偏差。但是,可以通过检查无效数据来确定两种材料的下限韧性值(Delta a> 0.1b(0))。从工程学的角度来看,结果令人鼓舞,因为该方法允许从给定的总体中获得断裂韧性的阈值,该阈值适合表征给定温度和应变速率下材料的断裂韧性。 (c)2005年Wiley Periodicals,Inc.

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