In the present work, on the base of a numerical finite element method, the solution of the Dirichlet and Neumann problems with respect to the oscillation equation for gravity-gyroscopic waves is discussed. The approximation with respect to spatial variables is achieved by using linear splines, and the approximation with respect to time is achieved by using cubic Hermitean splines. It is demonstrated that the use of such approximation with respect to time allows the quality of the solution to be … Continue reading “Critical Study on Finite Element Solution of a Boundary Value Problems for Equation Gravity Gyroscopic Waves in the Time Domain”