Polymorphic Transition of Pre-oriented Polybutene-1 under Tensile Deformation: In Situ FTIR Study

• Published in: Chinese journal of polymer science Vol. 38; no. 8; pp. 888 - 897
• Main Authors: Zhang, Zhen, Chen, Xin, Zhang, Chuang, Liu, Chun-Tai, Wang, Zhen, Liu, Yan-Ping
• Format: Journal Article
• Language: English
• Published: Beijing Chinese Chemical Society and Institute of Chemistry, CAS 01.08.2020; Springer Nature B.V
• Subjects: Chain mobility; Characterization and Evaluation of Materials; Chemistry; Chemistry and Materials Science; Condensed Matter Physics; Crystal structure; Crystallinity; Crystals; Fourier transforms; Homogeneity; Industrial Chemistry/Chemical Engineering; Infrared spectroscopy; Kinetic equations; Mechanical analysis; Phase transitions; Polymer Sciences; Solidification; Spherulites; Tensile deformation; Crystalline transition; External work; Polybutene-1; Tensile deformation; FTIR
• DOI: 10.1007/s10118-020-2409-7
• ISSN: 0256-7679

Deformation-induced phase transition of Form II to Form I in polybutene-1 (PB-1) has been investigated by time-resolved Fourier transform infrared (FTIR) spectroscopy over a wide temperature range from 25 °C to 105 °C. The initial film sample containing orientated lamellae is prepared by pre-stretching of PB-1 melt followed by solidification. This is to realize a homogeneity of subsequent deformation at the mesoscale of lamellar stacks by avoiding large-scale spherulites. The deformation induced phase transition is recognized to occur with two stages: first, Form II undergoes the lamellar fragmentation, slipping or local melting after yielding to activate its transition to Form I, which may be realized by releasing the restrictions on chains translational movements in crystalline phase; second, the phase transition proceeds with a continuous dissipation of external work and determines the tensile mechanical response of film. To quantify the relationship between crystalline transition of Form II to Form I and external tensile field, a simple kinetic equation is well established based on FTIR measurement. The equation can describe not only the dependence of crystal transitional degree on applied specific work, but also the retardation effect of elevating temperature on phase transition.