{"title":"Composite of knitted fabric and soft matrix. I. Crack growth in the course direction.","authors":"Fengkai Liu, Xi Chen, Zhigang Suo, Jingda Tang","doi":"10.1039/d4sm01114g","DOIUrl":null,"url":null,"abstract":"<p><p>A composite of a knitted fabric and a soft matrix enables applications that require low stiffness and high crack resistance. Examples include heart valves and stretchable strain sensors. Here we study processes of crack growth in such a composite under monotonic and cyclic stretch. We fabricate a composite using a knitted fabric of nylon yarn and an elastomer matrix of polycarbonate urethane. We precut a sample with a crack, monotonically stretch the sample, and observe the growth of the crack. The crack grows in the matrix as the yarn slips and breaks. The stretch is converted to energy release rate <i>G</i>. We identify two critical energy release rates, <i>G</i><sub>A</sub> and <i>G</i><sub>B</sub>. When <i>G</i> < <i>G</i><sub>A</sub>, the yarn does not slip, and the crack does not grow in the matrix. When <i>G</i><sub>A</sub> < <i>G</i> < <i>G</i><sub>B</sub>, the yarn slips but does not break, and the crack grows in the matrix stably and arrests when the stretch stops increasing. When <i>G</i> = <i>G</i><sub>B</sub>, the yarn slips and breaks, while the crack grows unstably. When the sample is subject to cyclic stretch, we observe analogous behavior of crack growth and arrest, as well as yarn slip and yarn break. However, the two critical values, <i>G</i><sub>a</sub> and <i>G</i><sub>b</sub>, are much smaller than the corresponding values under monotonic stretch.</p>","PeriodicalId":103,"journal":{"name":"Soft Matter","volume":" ","pages":""},"PeriodicalIF":2.9000,"publicationDate":"2024-11-26","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"Soft Matter","FirstCategoryId":"92","ListUrlMain":"https://doi.org/10.1039/d4sm01114g","RegionNum":3,"RegionCategory":"化学","ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"Q3","JCRName":"CHEMISTRY, PHYSICAL","Score":null,"Total":0}
引用次数: 0
Abstract
A composite of a knitted fabric and a soft matrix enables applications that require low stiffness and high crack resistance. Examples include heart valves and stretchable strain sensors. Here we study processes of crack growth in such a composite under monotonic and cyclic stretch. We fabricate a composite using a knitted fabric of nylon yarn and an elastomer matrix of polycarbonate urethane. We precut a sample with a crack, monotonically stretch the sample, and observe the growth of the crack. The crack grows in the matrix as the yarn slips and breaks. The stretch is converted to energy release rate G. We identify two critical energy release rates, GA and GB. When G < GA, the yarn does not slip, and the crack does not grow in the matrix. When GA < G < GB, the yarn slips but does not break, and the crack grows in the matrix stably and arrests when the stretch stops increasing. When G = GB, the yarn slips and breaks, while the crack grows unstably. When the sample is subject to cyclic stretch, we observe analogous behavior of crack growth and arrest, as well as yarn slip and yarn break. However, the two critical values, Ga and Gb, are much smaller than the corresponding values under monotonic stretch.
由针织物和软基质组成的复合材料可用于要求低刚度和高抗裂性的应用。例如心脏瓣膜和可拉伸应变传感器。在此,我们研究了这种复合材料在单调和循环拉伸条件下的裂纹生长过程。我们使用尼龙纱线针织物和聚碳酸酯聚氨酯弹性体基体制作了一种复合材料。我们预先切割了一个带有裂纹的样品,对样品进行单调拉伸,并观察裂纹的生长情况。随着纱线的滑动和断裂,裂缝在基体中逐渐增大。拉伸转换为能量释放率 G。我们确定了两个临界能量释放率,即 GA 和 GB。当 G < GA 时,纱线不会滑动,裂纹也不会在基体中增长。当 GA < G < GB 时,纱线滑动但不断裂,裂纹在基体中稳定增长,并在拉伸停止后停止。当 G = GB 时,纱线滑动并断裂,而裂纹不稳定地增长。当样品受到周期性拉伸时,我们观察到类似的裂纹增长和停止以及纱线滑移和纱线断裂的行为。不过,Ga 和 Gb 这两个临界值要比单调拉伸时的相应值小得多。