07.04.2013 Views

Fluid mechanics of fibre suspensions related to papermaking - DiVA

Fluid mechanics of fibre suspensions related to papermaking - DiVA

Fluid mechanics of fibre suspensions related to papermaking - DiVA

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

CHAPTER 4<br />

Summary <strong>of</strong> the papers<br />

Paper 1<br />

The first paper summarizes the pressure and wire position measurements performed<br />

in an experimental facility called the KTH-Former. The KTH-Former<br />

intends <strong>to</strong> model mechanisms in the roll forming zone <strong>of</strong> a paper machine. It<br />

includes a headbox, a roll and a wire, which can reproduce a one-sided dewatering<br />

event. Measurements were carried out with pure water for three different<br />

wires: non-permeable, semi-permeable and conventional open wire. Although<br />

not useful in <strong>papermaking</strong>, the non-permeable wire is relevant when trying <strong>to</strong><br />

understand the mechanisms <strong>of</strong> roll forming. In the study, the pressure pr<strong>of</strong>ile<br />

and the distance between the solid roll and the wire was measured along the<br />

wrap angle on the roll. The wrap angle is measured from the position were<br />

the free-jet from the headbox impinges on the wire <strong>to</strong> the point where the wire<br />

separates from the roll, Figure 4.1. Depending on the wrap angle the forming<br />

roll can result in partial or complete roll dewatering. For the case <strong>of</strong> partial<br />

dewatering the web is still saturated at the point where it separates from the<br />

roll. The measured pressure distribution showed a more complex pattern than<br />

the simple model p = T/R, which normally is referred <strong>to</strong> as the nominal pressure<br />

(T is wire tension and R roll radius). An example <strong>of</strong> an obtained pressure<br />

distribution for the non-permeable wire is shown in Figure 4.3.<br />

It is shown that an increase in wire tension has a similar effect as a decrease<br />

in flow-rate (jet flow rate from the headbox) on the shape <strong>of</strong> the pressure<br />

distribution. This is a consequence <strong>of</strong> that the flow <strong>to</strong> a large extent is governed<br />

by the relation between the dynamic pressure and the nominal pressure. For<br />

the case <strong>of</strong> partial dewatering the suction peak that appears at the roll-wire<br />

separation point has a strong influence on the pressure distribution upstream.<br />

Finally, it is shown that the drainage has a stabilizing effect on the dewatering<br />

pressure.<br />

Paper 2<br />

This paper formulates a physical model that is intended <strong>to</strong> explain fundamental<br />

mechanisms that control partial dewatering in roll forming in <strong>papermaking</strong>.<br />

The flow around the forming roll is modelled in a cylindrical coordinate system<br />

and the wire is assumed <strong>to</strong> be impermeable. The governing equations are<br />

reduced based on a discussion where the magnitude <strong>of</strong> the different terms is<br />

25

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!