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Relating burst pressure to seal peel strength in pouches.

机译:相关爆破压力以密封袋中的剥离强度。

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摘要

This work was aimed at studying the relationship between burst pressure and seal peel strength. Past researchers developed a force balance equation based on the analysis of a force diagram to relate burst pressure to seal strength. The theoretical formula S = P D2 (S=Seal Strength, P=Burst Pressure, D=Restraining Plate Gap) has been studied by past researchers with contrasting results.;The theoretical formula was tested by varying dwell time to produce seals of varying strength. Pouches were burst tested at each of these dwell times to obtain burst pressures, burst peeling times, and burst locations. Corresponding peel tests were performed with crosshead speeds that were adjusted to match the peeling time of the burst tests. The peel tests were also performed with adjusted gauge lengths to match the plate gap used in inflation burst testing and compression burst testing.;The data was analyzed by treating the obtained burst pressures as proxy variables for the unobtainable true burst pressures associated with the pouches that were destroyed during peel testing. Dwell time was used as an instrumental variable, and the two-stage least squares method for parameter estimation was used to estimate the slope of the regression.;The estimated slopes of the regressions were compared to the theoretical slope (D/2) for each plate gap using analysis of variance. The results showed that the theoretical relationship suggested by past researchers only worked for a restrained burst test with a plate gap of 0.25in.;Empirical equations were developed from the parameter analysis. The empirical equations were used to calculate predicted burst pressures which were then compared to the burst pressures obtained from testing. The percent difference between the two values ranged from 0% to 28%.
机译:这项工作旨在研究爆破压力与密封剥离强度之间的关系。过去的研究人员基于对力图的分析开发了一个力平衡方程,以将爆裂压力与密封强度联系起来。过去的研究人员已经研究了理论公式S = P D2(S =密封强度,P =爆破压力,D =约束钢板间隙);结果相反;该理论公式通过改变停留时间来测试以产生不同强度的密封。在这些停留时间中的每个停留时间对袋子进行爆破测试,以获得爆破压力,爆破剥离时间和爆破位置。用十字头速度进行相应的剥离测试,十字头速度经调整以匹配爆破测试的剥离时间。还使用调整后的标距长度进行了剥离测试,以匹配充气爆破测试和压缩爆破测试中使用的板间隙。;通过将获得的爆破压力作为与无法获得的与小袋相关的真实爆破压力的代理变量,对数据进行了分析在剥离测试中被破坏。将停留时间用作工具变量,并使用两阶段最小二乘法进行参数估计以估计回归斜率。;将回归的估计斜率与每种方法的理论斜率(D / 2)进行比较板间隙采用方差分析。结果表明,以往研究人员提出的理论关系仅适用于板间隙为0.25in的约束爆破试验。通过参数分析建立了经验方程。经验方程式用于计算预测的爆破压力,然后将其与从测试中获得的爆破压力进行比较。两个值之间的百分比差异范围为0%到28%。

著录项

  • 作者

    Bernal, William Alexander.;

  • 作者单位

    Clemson University.;

  • 授予单位 Clemson University.;
  • 学科 Engineering Packaging.
  • 学位 M.S.
  • 年度 2012
  • 页码 141 p.
  • 总页数 141
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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