Abstract Models for nonlinear vibrations commonly employ polynomial terms that arise from
series expansions about an equilibrium point. The analysis of symmetric systems with cubic …

Micromechanical oscillator sustains oscillation through a velocity-proportional feedback
force. Stabilization of the oscillation frequency is typically achieved by increasing the …

We theoretically clarify the mechanism of the strain-tuning effect for control of the mechanical
nonlinearity in doubly clamped MEMS beam resonators and experimentally demonstrate …

Non-monotonic dynamics of nonlinear continuous structures, ie, mixed hardening
(H)/softening (S) behavior in the vicinity of H/S transition, is comprehensively investigated by …

One of the most interesting nonlinear phenomena of mode coupling is internal resonances,
which can promote directed energy transfer from one eigenmode to another, even at small …

The present study is devoted to mathematical modeling of the proposed new architecture of
a microelectromechanical mode-localized acceleration sensor (MEMS accelerometer …

This paper investigates the implementation of 1: 2 internal resonance (InRes) in a clamped–
clamped stepped beam resonator with a strong Duffing effect, focusing on its potential for …

The present study is devoted to mathematical modeling of the proposed new architecture of
a microelectromechanical mode-localized acceleration sensor (MEMS accelerometer …

The present investigation focuses on the design and mathematical modeling of a
microelectromechanical (MEMS) mode-localized based sensor/actuator system. This device …

The present study is devoted to mathematical modeling of the proposed new architecture of
a microelectromechanical modally localized acceleration sensor (MEMS accelerometer …