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概要
- 論文の詳細を見る
The authors developed a new approximation algorithm for the construction of a master curve of viscoelastic property with Prony series in high accuracy based on the well-known collocation method. The algorithm enables automatic construction of an approximated master curve for thermosets or thermoplastics irrespectively, with no special experiences in the field and no violation of physical meanings by approximation in which the former algorithm could not avoid oscillation caused by changing. In order to demonstrate the effectiveness of the algorithm, the authors measured a viscoelastic property using a dynamic viscoelastic tester made by Rheometrics Inc. and utilized the data for a Prony series function. In addition, some master curve data of Epoxy resin and Polyisobutylene quoted from references were examined. As a result, the approximated curve fit to experimental data well keeping the sign of coefficient in plus.
- 日本実験力学会の論文
日本実験力学会 | 論文
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- 複数縁き裂の応力拡大係数の干渉効果(中央部き裂のKと各き裂のK,K_について)
- 複数縁き裂の応力拡大係数の干渉効果(中央部き裂のKと各き裂のK,K_について)
- 複数縁き裂の応力拡大係数の干渉効果(中央部き裂のKと各き裂のK,K_について)