Acoustically excited microbubbles (MBs) have shown to exhibit rich dynamics, enabling
them to be employed in various applications ranging from chemistry to medicine. Exploiting …

The spherical stability of an acoustic cavitation bubble under dual-frequency excitation is
investigated numerically. The radial dynamics is described by the Keller–Miksis equation …

A novel method to control multistability of nonlinear oscillators by applying dual-frequency
driving is presented. The test model is the Keller–Miksis equation describing the oscillation …

In this work, through applying a comprehensive bifurcation analysis method, we study the
nonlinear radial oscillations of the bubble oscillator. The frequency of the driving force is …

The bubble oscillator is a highly nonlinear system, which makes it difficult to generate a
comprehensive understanding of its oscillatory behavior. One method used to investigate …

The topology of the stable periodic orbits of a harmonically driven bubble oscillator, the
Rayleigh–Plesset equation, in the space of the excitation parameters (pressure amplitude …

The subharmonic topology of a nonlinear, asymmetric bubble oscillator (Keller–Miksis
equation) in glycerine is investigated in the parameter space of its external excitation …

The phenomenon of vibrational resonance (VR) has been investigated in a Rayleigh-
Plesset oscillator for a gas bubble oscillating in an incompressible liquid while driven by a …

In the last decade many industrial applications have emerged based on the rapidly
developing ultrasonic technology such as ultrasonic pasteurization, alteration of the viscosity …

The equilibrium radius of a single spherical bubble containing both non-condensable gas
and vapor is determined by the mechanical balance at the bubble interface. This expression …