A Mathematical Approach to Dampening Sea Waves Using Submerged Permeable Breakwater

A wave is an energy that can propagate with a medium; the propagation of moves respect to time by carrying velocity per unit time. Sea waves are one propagating problems broken down produce relatively inhomogeneous minimum amplitude and speed sea waves, which have their own difficulties in solving them numerically. This study aims analyze stability on submerged breakwaters. research will approximate finite discretization breakwater domain then combine it Finite Element Method determine moving elements fluid flow through porous breakwater. The has explained equation inflated simulated representation displayed breakdown process, point becomes center give focused red color indicator meaning there change momentum potential occurs changes colour post-flattering so sinking breaker method obtain values be used for coastal engineering.