| 1 |
Identification of symmetric noncausal processes
Lu QG, Loewen PD, Gopaluni RB, Forbes MG, Backstrom JU, Dumont GA, Davies MS
Automatica, 103, 515, 2019 |
| 2 |
Active scanner control on paper machines
Raunio JP, Ritala R
Journal of Process Control, 72, 74, 2018 |
| 3 |
Fault propagation analysis of oscillations in control loops using data-driven causality and plant connectivity
Landman R, Kortela J, Sun Q, Jamsa-Jounela SL
Computers & Chemical Engineering, 71, 446, 2014 |
| 4 |
Easy-to-clean property and durability of superhydrophobic flaky gamma-alumina coating on stainless steel in field test at a paper machine
Zhang XX, Liu XW, Laakso J, Levanen E, Mantyla T
Applied Surface Science, 258(7), 3102, 2012 |
| 5 |
On Mathematical Modeling and Simulation of the Pressing Section of a Paper Machine Including Dynamic Capillary Effects: One-Dimensional Model
Iliev O, Printsypar G, Rief S
Transport in Porous Media, 92(1), 41, 2012 |
| 6 |
Shape Optimization for Navier-Stokes Equations with Algebraic Turbulence Model: Numerical Analysis and Computation
Haslinger J, Stebel J
Applied Mathematics and Optimization, 63(2), 277, 2011 |
| 7 |
HYDRODYNAMIC BEHAVIOUR OF A FLUIDIZED BED REACTOR FOR PAPER MACHINE WHITEWATER CONTAMINANT REMOVAL
Loranger E, Daneault C, Chabot B, Vallerand R
Canadian Journal of Chemical Engineering, 88(1), 12, 2010 |
| 8 |
The effect of transmembrane pressure and pH on treatment of paper machine process waters by using a two-step nanofiltration process: Flux decline analysis
Kaya Y, Gonder ZB, Vergili I, Barlas H
Desalination, 250(1), 150, 2010 |
| 9 |
Shape Optimization for Navier-Stokes Equations with Algebraic Turbulence Model: Existence Analysis
Bulicek M, Haslinger J, Malek J, Stebel J
Applied Mathematics and Optimization, 60(2), 185, 2009 |
| 10 |
Extremum-seeking control of retention for a micro particulate system
Favache A, Dochain D, Perrier M, Guay M
Canadian Journal of Chemical Engineering, 86(5), 815, 2008 |
