-- Developed a MATLAB-based graphical interface to simulate a damped spring–mass system numerically. -- Implemented second-order differential equations to compute position and velocity over time. -- ...

We study the strongly damped wave equations with critical nonlinearities. By choosing suitable state spaces, we prove sectorial property of the operator matrix together with its adjoint operator, ...

Beam is one of the common structures in engineering, with the development of technology, homogeneous beams no longer meet the needs of engineering structural design, for this reason, people have ...

This program solves the ordinary 2nd order differential equation of the (damped) mass-spring oscillator in explicit form. This equation has the form: m d²/dt² u + k d/dt u + c u = F(t). Where t is the ...

The book employs oscillatory dynamical systems to represent the Universe mathematically via constructing classical and quantum theory of damped oscillators. It further discusses isotropic and ...