|
|
|||
09.40 |
K1 |
M Wagner, Technical University of Berlin Constitutive Equations for Polymer Melts and Rubbers – Some Lessons from the 20th Century |
|
10.20 |
P2 |
R Spares, P Olley, P D Coates,University of Bradford CFD and flow visualisation for polymer melt contraction flows |
|
10.40 |
P3 |
T Nicholson, T C B McLeish, O Harlen, University of Leeds Molecular feature constitutive model for polymer melts |
|
|
11.00 |
Coffee |
||
11.40 |
P4 |
L Johnson, P Olley, P D Coates 3D FEA of gas injection moulding using a pseudo concentration method |
|
12.00 |
P5 |
R Magalaes, G Smith, University of Warwick Simulation of gas injection moulding |
|
12.20 |
P6 |
S Bubb, A Duckett, P J Hine, University of Leeds; B Whiteside, P D Coates, University of Bradford Finite element prediction of glass fibre orientation distributions for injection moulding of simple and complex geometry products |
|
|
12.40 |
Lunch |
||
14.20 |
K7 |
A Hrymak, McMasters, Canada Visualization and computer simulation of flow in a model twin screw extruder geometry |
|
14.40 |
P8 |
J Vlcek, Compuplast, Czech Republic Incorporation of extensional effects in extrusion simulation |
|
15.00 |
P9 |
Y Rubin, B Debbaut, T Marchal, Polyflow S.A. Belgium Extrusion die design |
|
15.20 |
P10 |
U Conrad, J Pittman, University of Wales, Swansea; I Szarvasy, Koemmerling GmbH, Germany The calibration process in PVC profile production |
|
|
15.40 |
Tea |
||
16.20 |
P11 |
L Hoi, P K Freakley, V Nassehi, Loughborough University Modelling of visco-elastic free surface flow in a rubber mixer |
|
16.40 |
P12 |
P Collins, J Lappin, E Harkin-Jones, P Martin, Queens University Belfast Modelling of heat transfer and friction in thermoforming |
|
17.00 |
P13 |
P Caton-Rose, J Sweeney, P D Coates FEA of solid polymer geogrid manufacture using a sliplink constitutive model |
|
17.20 |
P14 |
G H Menary, C G Armstrong, R J Crawford 3D modelling of material distribution and shelf life for stretch blow moulded bottles |
|
|
17.40 |
End |
||