1997
DOI: 10.1007/bf00366726
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Influence of the flow history on stress growth and structure changes in the thermotropic liquid crystalline polymer Vectra B950

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Cited by 21 publications
(19 citation statements)
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“…Additionally, when the TLCP is super cooled below its melting point, it is interesting that the shapes of the stress growth curves in the super-cooled state are qualitatively similar to that at 310 o C. Previous work shows two physical phenomena are potentially responsible for the complicated stress behavior. One is the reorientation of the rod-like molecules [18] and the other is the rearrangement of the domain structure [27]. The similarity in the shapes of the curves suggests the transient rheological behavior is caused by the same type of structure change, both at 310 o C and in the super-cooled state.…”
Section: Startup Of Shear Flowmentioning
confidence: 90%
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“…Additionally, when the TLCP is super cooled below its melting point, it is interesting that the shapes of the stress growth curves in the super-cooled state are qualitatively similar to that at 310 o C. Previous work shows two physical phenomena are potentially responsible for the complicated stress behavior. One is the reorientation of the rod-like molecules [18] and the other is the rearrangement of the domain structure [27]. The similarity in the shapes of the curves suggests the transient rheological behavior is caused by the same type of structure change, both at 310 o C and in the super-cooled state.…”
Section: Startup Of Shear Flowmentioning
confidence: 90%
“…The shear rheology of commercial TLCPs has been well documented under conventional processing conditions above Tm [18][19][20][21][22][23][24][25][26][27][28][29]. Other than the 73/27 HBA/HNA, two other commercial TLCPs have been widely studied.…”
Section: Done and Bairdmentioning
confidence: 99%
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“…이때 주어진 속도는 항상 유한한 값을 가지기 때문에 단계 적 변형에 비하여 발생시키기가 용이하다 [5]. 단계적 속도를 부여하는 방법들 중의 하나인 정상전단 유동의 급개시(start-up)에 따른 점탄성 물질의 유동거동 해 석은 실제공정에서 공정가동시의 조건과 밀접한 관련이 있 으므로 공학적인 관점에서 볼 때 대단히 중요한 연구주제 로서 여러 연구자들에 의해 그 해석방법이 제안되었다 [6][7][8][9][10]. 이들 중에서 가장 일반적으로 채택되고 있는 고찰 방 법은 여러 가지 성장함수들(growth functions)과 긴 시간영 역에서 도달되는 정상상태에서의 함수들(steady state functions)과의 비로서 표기되는 환산함수로부터 과도적 상 태에서의 비선형 유동거동을 해석하는 것이라고 할 수 있 다 [11,12].…”
Section: 서 론unclassified