Author ORCID Identifier

https://orcid.org/0009-0004-2980-1335

Date Available

12-13-2024

Year of Publication

2024

Document Type

Master's Thesis

Degree Name

Master of Science in Mining Engineering (MSMIE)

College

Engineering

Department/School/Program

Mining Engineering

Advisor

Dr. Zach Agioutantis

Co-Director of Graduate Studies

Dr. Steven Schafrik

Abstract

The prediction of ground movements due to underground coal mining and their impacts on the surface are essential considerations that numerous researchers worldwide have studied. Most of these studies have focused on developing different analytical and empirical models for predicting and calculating ground deformation indices for flat or gently dipping seams under variable topography. However, a few studies are available on predicting ground movements under dipping seam conditions. Although most inclined coal seams are in China, India, and a few other countries, dipping seam conditions have been encountered in some cases in the US, where the inclination (dip) may be in the range of 10 degrees or greater. To accurately predict subsidence under these conditions, an appropriate methodology must be developed that builds on the existing infrastructure. This thesis presents a new methodology that can be used to model final subsidence under dipping seam conditions. The method proposes a transformation in which inclined seams are modeled as horizontal seams. The formulation utilizes the influence function method as implemented in the Surface Deformation Prediction System. The methodology has been validated with four case studies that are available in the international literature, and results show that calculations can successfully predict subsidence over different critical conditions of dipping coal panels. The transformation on which the model is based is suitable for any geometrical scenario.

Digital Object Identifier (DOI)

https://doi.org/10.13023/etd.2024.459

Funding Information

This study was partially funded by the Office of Surface Mining Reclamation & Enforcement through grant number S24AC00036 under the Applied Science Grants in 2023.

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