닫기
216.73.216.106
216.73.216.106
close menu
KCI 우수
선형 점탄성 해석
Linear Viscoelastic Identification
권미경 ( Mi Kyung Kwon ) , 조광수 ( Kwang Soo Cho )
UCI I410-ECN-0102-2022-500-000328135
* 발행 기관의 요청으로 구매가 불가능한 자료입니다.

With an increase in the awareness of polymer viscoelasticity, several researchers in the textile industry have conducted rheological experiments to investigate the polymeric materials they deal with. However, the experimental results can be interpreted meaningfully when the polymeric materials are processed and analyzed based on viscoelastic theory. This review first describes the fundamental theories of linear viscoelasticity. Moreover, it provides various examples of linear viscoelastic studies on polydisperse polymer melts, polymer solutions, polymer blends, and reacting systems. The types of experiments depend on the measured viscoelastic functions. Viscoelastic functions are mathematically interconvertible within a linear viscoelastic range. However, numerical data processing is necessary to practically apply theoretical relations to experimental results. Here, we review several useful numerical methods and algorithms. We hope this review could be a helpful guide for researchers analyzing the viscoelasticity of textile materials.

1. Introduction
2. Theory of Linear Viscoelasticity
3. Basic Numerical Methods
4. Algorithms of Relaxation Spectrum
5. Conclusion
Acknowledgement
References
[자료제공 : 네이버학술정보]
×