
Gravure coating and printing are processes that are capable of producing thin coatings or fine patterns on substrates at high speeds by using a cylinder engraved with grooves (for coating) or cells (for printing). Gravure technology is already well established, but the controlling phenomena are not adequately documented. A complete understanding of the flow in gravure grooves and cells is vital for the prediction and optimization of coating and printing processes.
In gravure operations, the engraved cylinder is often used in conjunction with a smooth deformable cylinder in order to get thinner coatings and to avoid wear of the engraved cylinder’s surface. These researchers’ objective is to model the flow between a gravure groove/cell and a deformable roll. Because the gap between the two cylinders is usually so small that the flow is essentially one-dimensional, lubrication theory may be applied. The pressure distribution in the gap is governed by a very stiff nonlinear ordinary differential equation (ODE), whose solution requires special integration algorithms. Previous work by others on similar ODEs indicates that the International Mathematical and Statistical Library routine dgear, a variable-order predictor- corrector method, is suitable for solving such stiff systems.
The results of the calculations this group is running on the Supercomputing Institute’s workstations will yield information about how pressure distribution, flow rates, and surface separation profiles in the cylinder gap depend on groove/cell geometry. This information can then be used to optimize groove/cell design, something that is of great interest to companies engaged in gravure operations. The results obtained with the simplified model will be compared to observations obtained from flow visualization experiments, as well as to more detailed finite-element calculations.
Xiuyan Yin, Graduate Student Researcher
This information is available in alternative formats upon request by
individuals with disabilities. Please send email to
alt-format@msi.umn.edu
or call 612-624-0528.
HOME
|
QUESTIONS |
FEEDBACK
Events |
Links |
People |
Programs |
Publications |
Support |
Welcome
|
|
URL: http:// |
|
| This page last modified on | ||
| Please direct questions or problems to help@msi.umn.edu | ||
|
Website related questions or problems should be directed to
webmaster@msi.umn.edu
The University of Minnesota Supercomputing Institute does not collect personal information on visitors to our website. For the University of Minnesota policy, see www.privacy.umn.edu. © 2002 by the Regents of the University of Minnesota |
||