1989
DOI: 10.1016/0377-0257(89)80011-4
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Fracture of ultrafine fibers in the flow of mixtures of non-newtonian polymer melts

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Cited by 47 publications
(19 citation statements)
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“…A number of publications deal with the influence of volume fraction of the dispersed phase on polymer blend rheology, drop size and stability, namely, Van Oene [58], Utracki [59], Favis and Chalifoux [60] and Chen et al [61]. The above mentioned topics have been summarised in a number of recent books and reviews [1,41,[62][63][64][65][66].…”
Section: The Role Of Coalescencementioning
confidence: 99%
“…A number of publications deal with the influence of volume fraction of the dispersed phase on polymer blend rheology, drop size and stability, namely, Van Oene [58], Utracki [59], Favis and Chalifoux [60] and Chen et al [61]. The above mentioned topics have been summarised in a number of recent books and reviews [1,41,[62][63][64][65][66].…”
Section: The Role Of Coalescencementioning
confidence: 99%
“…80 Other authors have examined bril formation in the converging die entrance and found droplet coalescence to occur there. 30,80,81 In brief, in the case of the present study, the combined effect of deformation and coalescence leads to brillation of the PA11 dispersed phase droplets in viscoelastic PLA matrix modied by the ( CE [.…”
Section: Morphology Of the Blends In The Extrudatementioning
confidence: 99%
“…The former is the result of droplet deformation arising from the viscous drag force exerted on the droplets by the matrix exceeding the interfacial tension between two phases, while the latter results from the impingement of droplets because of the intrinsic normal force of viscoelastic droplets. The deformation and break-up of the droplets are controlled by two parameters: [11] the viscosity ratio of the dispersed phase to matrix, R v ¼ Z d /Z m , and the so-called Weber number, N w ¼ rZ m g/s ¼ rt/s, where r is radius of droplet, g is the shear rate, t is the shear stress, and s is the interfacial tension. When R v resides in an appropriate range and N w surmounts a certain critical value, droplets can deform and break-up, but it is not the case otherwise.…”
Section: Resultsmentioning
confidence: 99%
“…Furthermore, the fibers (liquid streams) formed may exhibit capillary wave (varicosity) phenomena on account of the hydrodynamic disturbance arising from the fluctuation of melt density and viscosity or the vibration of the equipment. [11] Once the amplitude of such waves exceeds the radius of the fiber, the liquid stream will break up into droplets. The probability of such an action will scale up with f w because of the increased number of fibers.…”
Section: Resultsmentioning
confidence: 99%