AI summary · arXiv: 2204.07174v1 · cond-mat.soft

Investigating the source of hysteresis in the Soil-Water Characteristic Curve using the multiphase lattice Boltzmann method

Reihaneh Hosseini, Krishna Kumar, Jean-Yves Delenne

Original paper · DOI Submitted to arXiv on 14 Apr. 2022 License: CC BY 4.0

The essentials

  • The soil-water characteristic curve (SWCC) relates water content to matric suction in unsaturated soil mechanics
  • Hysteresis is observed in SWCC, with factors such as air entrapment and changes in soil fabric proposed as contributors
  • Pore-scale numerical simulations using the multiphase lattice Boltzmann method (LBM) were conducted to investigate hysteresis effects
  • Single-phase and multiphase LBM simulations were performed, considering wetting and drying experiments on granular packings
  • SWCC hysteresis still occurred even when controlling for other factors, indicating an underlying source not accounted for
  • Liquid bridges expanding and joining during wetting play a crucial role in SWCC hysteresis
  • This mechanism is not captured by current proposed factors contributing to hysteresis
  • Pore-scale phenomena are important in understanding SWCC hysteresis and provide insights for future research.

Key points written by AI: they may contain errors, check them against the paper.

AI-generated keywords: Soil-water characteristic curve hysteresis pore-scale numerical simulations multiphase lattice Boltzmann method (LBM) wetting and drying experiments

Read further

  • Comprehensive Summary
  • Layman's Summary
  • Blog article
  • Original abstract
The soil-water characteristic curve (SWCC) is a fundamental relationship in unsaturated soil mechanics that relates the amount of water in the soil to the corresponding matric suction. Hysteresis, which refers to the dependence of the SWCC on the wetting and drying path, has been observed in experimental studies. Several factors have been proposed as contributors to SWCC hysteresis, including air entrapment, contact angle hysteresis, ink-bottle effect, and changes in soil fabric due to swelling and shrinkage. However, the significance of each factor's contribution is still debated. To investigate the underlying source of SWCC hysteresis, pore-scale numerical simulations were conducted using the multiphase lattice Boltzmann method (LBM). The LBM is a numerical method that allows for simulating fluid with multiple phases (liquid and gas) at the pore-scale. While previous studies have explored various mechanisms using LBM, none have specifically examined hysteresis effects. In this study, both single-phase and multiphase LBM simulations were performed. The single-phase LBM discretizes a fluid domain into a grid of equal spacings called lattice nodes. Each lattice node represents a collection of fluid molecules or particles with discrete velocities. Macroscopic quantities such as mass density and fluid velocity can be calculated from particle distribution functions at each lattice node. The multiphase LBM extends this approach to simulate multiple phases or components within a fluid domain. In this case, liquid and gas phases were considered. The simulation involved wetting (pore filling) and drying (pore emptying) experiments on 2D and 3D granular packings. The results showed that even when controlling for factors such as air entrapment, contact angle hysteresis, ink-bottle effect, and changes in soil fabric due to swelling and shrinkage, SWCC hysteresis still occurred. This indicated the presence of an underlying source that was not accounted for by these factors. By comparing the liquid/gas phase distributions during wetting and drying experiments, it was observed that during wetting, many liquid bridges expanded simultaneously and joined together to fill the pores from smallest to largest. This allowed for menisci with larger radii of curvature (lower matric suction). On the other hand, during drying, only existing gas clusters could expand, but they became constrained by the size of the pore openings surrounding them. As a result, menisci with smaller radii of curvature (higher matric suction) were formed. These findings suggest that the simultaneous expansion and joining of liquid bridges during wetting play a crucial role in SWCC hysteresis. This mechanism is not captured by current factors proposed as contributors to hysteresis. The study highlights the importance of considering pore-scale phenomena in understanding SWCC hysteresis and provides valuable insights for future research in unsaturated soil mechanics.

Was this synthesis useful?

Score: 0

Why do we need votes?

Votes are used to determine whether we need to re-run our summarizing tools. If the count reaches -10, our tools can be restarted.

Ask questions about this paper to our AI assistant

Compare with the PDF

You can also chat with multiple papers at once here.

Figures and plots

Ask about a figure by number or use its question button to request visual analysis. Up to two figures and four image panels per question. Values read from plots are approximate; check the original data.

AI assistant instructions?

Tools for this paper

Explain it differently 3 free rewrites left today
Save to a collection Group papers in collections to compare them, chat with them and export them. Create a free account Log in

Advanced tools Premium

For researchers who follow a field closely: citation alerts, journal-club slides, version comparison and Zotero export. Discover Premium

Zotero
Citation alerts
Journal club Premium+ Slides to present it
Talk about it in public Premium+ Press kit: release, questions, hype check

Similar papers summarized with our AI tools

Navigate through even more similar papers through a

tree representation

The previous summary was created more than a year ago and can be re-run (if necessary) by clicking on the Run button below.

Disclaimer: The AI-based summarization tool and virtual assistant provided on this website may not always provide accurate and complete summaries or responses. We encourage you to carefully review and evaluate the generated content to ensure its quality and relevance to your needs.