Rigorous Numerical Methodology and Heat Recovery Analysis for Modeling of Direct Use Geothermal Systems

Yuan Chen*, Denis Voskov, Alexandros Daniilidis

*Corresponding author for this work

Research output: Contribution to journalArticleScientificpeer-review

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Abstract

Direct Use Geothermal Systems (DUGS) are rapidly and densely deployed to meet the growing demand for renewable energy with less carbon emissions globally. The simulation of DUGS can provide a reservoir-scale understanding of geothermal resource assessment, where the geothermal system's lifetime and the injection well Bottom Hole Pressure (BHP) are used as performance indicators. However, there are inherent errors from numerical simulations of any engineering problems, due to approximating continuous partial differential equations by their discretized approximation in time and space. In this work, we establish an optimal numerical setup with reduced errors across the homogeneous, stratified and heterogeneous models for the simulation of a geothermal system. Next, we develop a standardized method for calculating recoverable Heat In Place (HIP) and an analytical solution for evaluating the HIP recovery factor across various geological models using a single forward simulation. We present reference examples on the design of DUGS simulations using the open-source software Delft Advanced Research Terra Simulator (open-DARTS). The open-DARTS platform enables accurate and efficient sensitivity and uncertainty analysis. Using Distance-Based Generalized Sensitivity Analysis (DGSA), we identify reservoir depth and discharge rate as the most influential parameters for geothermal projects across all three types of geological models.

Original languageEnglish
Article number213661
Number of pages19
JournalGeoenergy Science and Engineering
Volume247
DOIs
Publication statusPublished - 2025

Keywords

  • Direct-Use Geothermal Systems
  • Distance-based Generalized Sensitivity Analysis
  • Geological heterogeneity
  • Heat in place recovery factor
  • Open-source software
  • Optimal numerical setup

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