1992
DOI: 10.1016/0377-0257(92)80047-2
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A simple empirical model describing the steady-state shear and extensional viscosities of polymer melts

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Cited by 70 publications
(46 citation statements)
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“…al. [23], is employed since this model shows close agreement with experimental data of steady shear and extensional viscosities of both LDPE melts with a single relaxation mode [21]. Knowledge of the normal stresses developed in the streams is required in order to calculate the relative stretching of the coextruded layers across the interface in the confluent region.…”
Section: Process Measurement Imaging Analysis and Modellingmentioning
confidence: 99%
“…al. [23], is employed since this model shows close agreement with experimental data of steady shear and extensional viscosities of both LDPE melts with a single relaxation mode [21]. Knowledge of the normal stresses developed in the streams is required in order to calculate the relative stretching of the coextruded layers across the interface in the confluent region.…”
Section: Process Measurement Imaging Analysis and Modellingmentioning
confidence: 99%
“…Although this modification improves the behaviour in steady shear flows, in elongational flows the model predicts unrealistic infinite elongational viscosity. This problem was overcome by Barnes and Roberts [24], who showed that, for specific functions of λ(II D ) and η(II D ) with (λ 0 /K 2 ) < (√3/2) (see Eqs. (3) and (7)), the model does not predict infinite elongational viscosity and can be used for a very good description of elongational viscosity of a wide range of real polymer melts:…”
Section: Modified White-metzner Modelmentioning
confidence: 99%
“…Modified White-Metzner model constitutive equation is a simple Maxwell model for which the viscosity and relaxation time are allowed to vary with the second invariant of the strain rate deformation tensor [24]. It takes the following form:…”
Section: Modified White-metzner Modelmentioning
confidence: 99%
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“…In order to answer this question, virtual polymer melt M (having medium level of extensional strain hardening) has been chosen for FEM analysis for the case considering that downstream orifice die region is filled by the polymer melt. In this work, Compuplast software VEL 6.2 has been used together with the modified White-Metzner (mWM) constitutive equation according to Barnes and Roberts [10]. The sketch of the studied flow situation for conventional orifice die together with corresponding boundary conditions and FE mesh is provided in Figure 3 (grid consists of 7400 nodes and 3553 elements) whereas the Figure 4 describes the rheological behavior of the virtual polymer melt M. The problem has been solved for different flow rates and the obtained theoretical results were plotted in Figure 5 and compared with corresponding theoretical data considering that downstream orifice die region is not filled by the polymer melt.…”
Section: Theoretical Effect Of Orifice Die Design On the Measured Extmentioning
confidence: 99%