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k2=f(x(n)+h/2.0,y(n)+h/2.0*k1); k3=f(x(n)+h/2.0,y(n)+h/2.0*k2); k4=f(x(n)+h,y(n)+h*k3); ...
Abstract: The equations of motion of a maneuvering vessel under the action of wind, current, rudder and propulsion are solved by the MATLAB Runge-Kutta solver ode45. The hydrodynamic derivatives used ...
Abstract: Linearly implicit time discretizations of semilinear parabolic equations with non-smooth initial data are studied. The analysis uses the framework of analytic semigroups which includes ...
ABSTRACT: A system of ordinary differential equations (ODEs) is produced by the semi-discretize method of discretizing the advection diffusion equation (ADE). Runge-Kutta methods of the second and ...