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Droplet Imbibition into Paper Coating Layer: Pore-Network Modeling Simulation.

X Yin1, H Aslannejad1, E T de Vries1

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Liquid penetration in paper coatings deviates from Darcy's law predictions. A dynamic pore-network model reveals a linear volume decrease and no sharp invasion front, suggesting Richards equation is more suitable.

Keywords:
Droplet penetrationImbibitionPaper coating layerPore-network model

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Area of Science:

  • Porous media physics
  • Fluid dynamics
  • Materials science

Background:

  • Liquid penetration in porous materials like paper is crucial for applications such as inkjet printing.
  • Current simulations often rely on continuum-scale single-phase Darcy's law, assuming a sharp invasion front.

Purpose of the Study:

  • To investigate the pore-scale mechanisms of liquid imbibition into paper coatings.
  • To challenge the assumption of a sharp invasion front in Darcy's law simulations.
  • To determine a more appropriate model for liquid penetration in thin porous media.

Main Methods:

  • Developed a dynamic pore-network model for simulating wetting phase imbibition from a droplet.
  • Utilized FIB-SEM imaging to obtain realistic pore structures of paper coating material (3.5 nm resolution).
  • Extracted and statistically generated pore networks using Avizo software for droplet penetration simulations.

Main Results:

  • Simulations revealed no sharp invasion front and the presence of residual non-wetting phase.
  • Observed an approximately linear decrease in droplet volume over time, contradicting Darcy's law predictions.
  • Increasing flow rate shifted the invasion front from percolation-like to sharper, reducing non-wetting phase trapping.

Conclusions:

  • Single-phase Darcy's law is inadequate for describing liquid penetration in paper coating layers.
  • Richards equation is proposed as a more suitable model for these phenomena.
  • Pore-scale dynamics significantly influence macroscopic liquid penetration behavior.