By Francisco Chinesta, Elias Cueto
This publication teams the most advances in fabric forming, contemplating assorted p- cesses (conventional and non-conventional) focusing in polymers, composites and metals, which are analyzed from the state-of-the-art, describing the main major contemporary advances and deciding on the current demanding situations from the experimental, modeling and numerical issues of view. Chapters contain a wide record of references and feature been wr- ten by means of famous experts. unique emphasis is dedicated to the contributions of the eu clinical organization on fabric Forming (ESAFORM) over the past 10 years (1998-2007) and particularly those coming from its annual overseas convention. the 1st bankruptcy comprises a superb creation to the Esaform organization (please stopover at www.esaform.org for additional information). we are hoping that this booklet can be worthwhile for the entire readers, and it truly is particularly addr- sed to younger researchers attempting to outline the state-of-the-art or making a choice on the open p- blems within the diversified components lined by means of this book.
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Additional info for Advances in Material Forming: Esaform 10 years on
Polym. Eng. 10 (1991) 151-229 45. : Etude des Relations entre Mise en Forme, Orientation et Rétraction dans des Films de Polyéthylène Basse Densité Réalisés par Soufflage de Gaine. II. Orientation de la Phase Cristalline. Ann. Chim. Sci. Mat. 24 (1999) 555-580 46. : Orientation Development and Crystallization in Melt Spinning of Fibers. Adv. Polym. Technol. 6 (1986) 295-338 47. : Longitudinal Growth of Polymer Crystals from Flowing Solutions. V. Structure and Morphology of Fibrillar Polyethylene Crystals.
In addition, the constitutive equation must be modified to account for the presence of fibre orientation. Tucker  proposed a model for a Newtonian matrix with two adjusting parameters Ns and Np: V pI 2K H N s H : a2 a2 : H N pH : a4 (12) Hence, it is a considerable step forward to perform a direct numerical computation involving a large number of fibres and a more general viscous, or even viscoelastic, matrix [26,27]. As an example, Figure 16 presents the first term of the orientation tensor ( a11 ) in pure shear flow as a function of time for 60 fibres, with a shape factor equal to 6, and with two different fibre concentrations.
Rheology and Structure of Isotactic Polypropylene near the Gel Point: Quiescent and Shear-Induced Crystallization. Polymer 42 (2001) 9031-9043 6. : A Rheological Study of Shear Induced Crystallization. Rheol. Acta 35 (1996) 391-399 7. : Influence of Shear on Polypropylene Crystallization: Morphology Development and Kinetics. Polymer 43 (2002) 6931-6942 8. : Disruptive Processes in the Shear Crystallization of Poly(ethylene oxide). Polym. Eng. Sci. 16 (1976) 182-188 9. : Morphology Development during Shearing of Poly(ethylene oxide) Melts.