PhD Dissertation Case Study · University of Maryland

Role of Magnetic Force in Avalanching on Metallic Asteroids

Developing the first experimentally validated Discrete Element Method (DEM) framework in LIGGGHTS to simulate paramagnetic granular regolith under uniform magnetic fields on M-type asteroids like (16) Psyche.

Open Source LIGGGHTS-Public-Mag v1.0.0
Primary Journal Planetary Science Journal (Accepted 2026)
Model Validation Granular Matter (Vol. 28, 2026)
Download Code (v1.0.0) ↗ View PSJ Article (Accepted) Granular Matter Article ↗

Multi-Scenario Avalanching Simulations on (16) Psyche

Discrete Element Modeling of paramagnetic grains under uniform magnetic field gradients.

DEM Visualization
Magnetic Avalanching Simulation on Asteroid Psyche

Granular Mechanics on M-Type Asteroids

Asteroid (16) Psyche is the largest M-type (metallic) asteroid in our solar system, targeted by NASA's Psyche mission. Unlike silicate asteroids like Bennu or Ryugu, M-type bodies contain high concentrations of metal and paramagnetic iron-nickel grains.

In low-gravity environments, inter-particle cohesive forces govern surface morphology, crater degradation, and mass-wasting events. When an intrinsic or remnant magnetic field is present, paramagnetic inter-particle forces introduce directional cohesion that alters avalanche slope angles and granular fluidity.

This dissertation research developed the mathematical formulation, experimental validation, and open-source simulation tools required to model magnetic cohesion in space science.

Project Snapshot

  • Institution: University of Maryland, College Park
  • Advisor: Prof. Christine Hartzell
  • Degree: PhD Dissertation (Aerospace Engineering, 2026)
  • Software Framework: LIGGGHTS Open-Source DEM (C++)
  • Primary Target: Asteroid (16) Psyche & M-type Regolith
  • Keywords: Paramagnetic Cohesion, Avalanching, Mass Wasting, DEM, LIGGGHTS

Methodology & Key Findings

1. Analytical Force Model

Derived an empirical inter-particle force model for paramagnetic grains subjected to uniform external magnetic fields, resolving dipole-dipole interactions and orientation-dependent cohesion.

2. Open-Source Code Release

Developed and published LIGGGHTS-Public-Mag v1.0.0 on GitHub — the first open-source DEM code enabling magnetic cohesion integration for planetary scientists.

3. Numerical Time-Step Rules

Formulated explicit mathematical criteria for integration time-step bounds to ensure numerical stability under steep magnetic force gradients in high-particle DEM runs.

4. Avalanche Angle Mapping

Conducted multi-scenario avalanching simulations to map surface morphology conditions on metallic asteroid 16-Psyche under remnant magnetic fields.

5. Bulk Magnetic Bond Number Scaling

Proposed a bulk magnetic bond number (Bmag, bulk) framework defining flow regime transitions: cohesion onset at Bmag, bulk ≈ 5, correlated avalanching at Bmag, bulk ≳ 14, and plastic flow at Bmag, bulk ≳ 25.

Key Finding

6. Regolith Cohesion Thresholds

Accounting for multi-body field amplification (S ≈ 49.14) and Psyche's microgravity (g ≈ 0.13 m s-2), ambient remanent fields of 30 µT cohesively bind metallic grains up to a ≈ 0.31 mm, whereas weak 0.3 µT fields govern nanoscale regolith dynamics (a ≈ 31 nm).

Peer-Reviewed Publications

Accepted (2026)

Investigating the Role of Magnetic Cohesion in Avalanching on 16-Psyche: A Discrete Element Modeling Approach

Sikka, A. & Hartzell, C. M. · Accepted to The Planetary Science Journal (PSJ).

Published (2026)

An Experimentally Validated Magnetic Force Model for Discrete Element Modeling of Paramagnetic Granular Media

Sikka, A. & Hartzell, C. · Granular Matter, Vol. 28, No. 3, pp. 53.

DOI: 10.1007/s10035-026-01643-x ↗
Published (2023)

Development of an Empirical Model of the Force between Paramagnetic Particles in Uniform Magnetic Field on M-type Asteroids

Sikka, A., DesJardin, I., Leps, T., & Hartzell, C. · The Planetary Science Journal, Vol. 4, No. 7, pp. 129.

DOI: 10.3847/PSJ/ace323 ↗

Open-Source Repository & Citation

The custom LIGGGHTS C++ source code, force fix modules, and sample simulation scripts are publicly available on GitHub under an open-source license.

git clone https://github.com/AstroAnmol/LIGGGHTS-Public-Mag.git
cd LIGGGHTS-Public-Mag/src
make auto
Visit GitHub v1.0.0 Release ↗