Dynamics of a Parametrically Excited System with Two Forcing Terms

Dynamics of a Parametrically Excited System with Two Forcing Terms

Blog Article

Motivated by the dynamics of a trimaran, an investigation of the dynamic behaviour of a double forcing parametrically excited system is carried out.Initially, we provide an outline of the stability regions, both numerically and Card Hole Punch analytically, for the undamped linear, extended version of the Deck Bumper Mathieu equation.This paper then examines the anticipated form of response of our proposed nonlinear damped double forcing system, where periodic and quasiperiodic routes to chaos are graphically demonstrated and compared with the case of the single vertically-driven pendulum.