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Surface modes are shown to preferentially develop for a bubble radius near the resonance of radial oscillations.
Free and forced nonlinear radial oscillations of a thick-walled cylindrical shell are investigated.
Forced resonant radial oscillations in a shallow cylindrical cavity are studied both experimentally and theoretically.
The 2% microbubbles also exhibited greater (up to 40%), more violent radial oscillations during high speed imaging than 5%and10%0% preparations.
To this end we consider two 1 + 1 dimensional problems: radial oscillations of spherically symmetric Newtonian stars and time evolution of Gowdy spacetimes as particular cosmological models in general relativity.
It is shown that experimental data confirm the Mishin's (1993) model of the excitation of damped radial oscillations of the magnetopause by SW pressure impulses that are recorded on the ground in the form of global geomagnetic pulsations.
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The plasmonic breathing (PB) modes of a metal nanodisc are very special in the sense that they are radially symmetric and correlate with the intriguing collective radial oscillation of free electrons.
The radial oscillation characteristics and translation of these bubbles are investigated in detail here.
In the present paper, an equation of radial oscillation for an encapsulated bubble near a plane rigid wall is derived.
Periodic radial oscillation and slippage of the belt in this manner result from frictional stick-slip response at the belt/sheave interface.
Bubble radial oscillation was simulated by a modified Keller Miksis equation and bubble translational motion was derived from an equation obtained by applying Newton's second law to a bubble in a liquid medium.
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