Morphol. characterization of polymer blends is important for tailoring final properties of plastic products based on these systems. A novel technique to est. the characteristic dimension and size distribution of a polymer blend is proposed and tested. The procedure is based on Fourier transform rheol. (FTR) and large-amplitude oscillatory shear expts. and exploits their sensitivity to microstructural properties. The inference protocol requires that the exptl. data are analyzed with a model capable of describing the blend dynamics. This novel technique is applicable to immiscible polymer blends of practical industrial interest. The procedure is successfully tested on a model system (an immiscible polymer blend of PDMS in PIB) by treating the polymer blends with the Maffettone-Minale model coupled with the Batchelor theory.
Fourier Transform Rheology of Dilute Immiscible Polymer Blends: A Novel Procedure To Probe Blend Morphology / Claudia, Carotenuto; Massimiliano, Grosso; Maffettone, PIER LUCA. - In: MACROMOLECULES. - ISSN 0024-9297. - STAMPA. - 41:(2008), pp. 4492-4500.
Fourier Transform Rheology of Dilute Immiscible Polymer Blends: A Novel Procedure To Probe Blend Morphology
MAFFETTONE, PIER LUCA
2008
Abstract
Morphol. characterization of polymer blends is important for tailoring final properties of plastic products based on these systems. A novel technique to est. the characteristic dimension and size distribution of a polymer blend is proposed and tested. The procedure is based on Fourier transform rheol. (FTR) and large-amplitude oscillatory shear expts. and exploits their sensitivity to microstructural properties. The inference protocol requires that the exptl. data are analyzed with a model capable of describing the blend dynamics. This novel technique is applicable to immiscible polymer blends of practical industrial interest. The procedure is successfully tested on a model system (an immiscible polymer blend of PDMS in PIB) by treating the polymer blends with the Maffettone-Minale model coupled with the Batchelor theory.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.