Keywords: capacitive micromachined ultrasonic transducer (CMUT), nonlinear dynamics, harmonic blance method, asymptotic numerical method.
Abstract. A computational multiphysics model for an electrically actuated clamped circular plate is developed. The Galerkin approach is used in order to transform the continuous model into a system having finite degrees of freedom. The discretized system is solved using the harmonic balance method (HBM) coupled with the asymptotic numerical method (ANM). The effects of the electrostatic excitation on the CMUT frequency responses are investigated for two set of design parameters. This model is an effective tool for MEMS designers to enhance the performances of CMUTs in term of generated acoustic power.