Stress and displacement fields around an arbitrary shape tunnel surrounded by a multilayered elastic medium subjected to harmonic waves under plane strain conditions
When a seismic wave travels through the ground, how do stresses and displacements distribute around a tunnel of arbitrary shape cut through several distinct layers? This work develops a semi-analytical method able to handle arbitrary geometries — not just circles — in a multilayered medium. It provides an accurate, fast computational tool, essential for designing underground structures that can withstand earthquakes.
Research themes
Skills applied
- Mathematical modelling
- Semi-analytical methods
- Frequency-domain analysis
- Scientific programming