Numerical Modeling of Effective Thermal Conductivity for Polymineralic Rocks using Lattice Element Method
Nima Haghighat, Amir S. Sattari, Hem B. Motra, Frank Wuttke

TL;DR
This paper introduces a Lattice Element Method framework for accurately predicting the effective thermal conductivity of polymineralic rocks under varying pressure and temperature conditions, accounting for microstructural heterogeneity and mechanical effects.
Contribution
The study develops a coupled thermo-mechanical Lattice Element Model that simulates heat transfer and microstructural interactions in heterogeneous rocks, validated against experimental data.
Findings
Model accurately reproduces experimental thermal conductivity trends.
Framework captures effects of mineral heterogeneity and fractures.
Predictions closely match measured data under different conditions.
Abstract
Accurate prediction of rock thermal conductivity under in-situ conditions is essential for characterizing subsurface heat flow. This study presents a numerical framework based on the Lattice Element Method (LEM) for simulating the effective thermal conductivity of polymineralic rocks under coupled pressure-temperature conditions. The model resolves interactions among heat transfer, grain contacts, and mechanical deformation within a microstructure-representative lattice. The methodology enables consistent treatment of heat conduction, nonlinear contact evolution, and thermally induced intergranular fracturing. Heterogeneity is introduced through a stochastic, volume-fraction-constrained discretization that preserves the measured mineral composition and porosity, while mineral anisotropy and fracture behavior are captured through element-level constitutive laws. The framework is…
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