Explores the distribution and impact of micropollutants in Lake Geneva, covering exercises on contaminant removal and retardation, as well as the estimation of chemical fate.
Explores mathematical modeling and analysis of groundwater systems, including aquifer properties, drawdown curves, and transient well hydraulics.
Covers the stability of values in loose soil excavations and the importance of capillary cohesion.
Explores the limit of a sequence and its convergence properties, including boundedness and monotonicity.
Discusses the stability analysis of palm trees, focusing on critical sections and circular shapes.
