Resonance behaviors of encapsulated microbubbles oscillating nonlinearly with ultrasonic excitation

• Published in: Ultrasonics sonochemistry Vol. 94; p. 106334
• Main Authors: Qin, Dui, Lei, Shuang, Wang, Xia, Zhong, Xianhua, Ji, Xiaojuan, Li, Zhangyong
• Format: Journal Article
• Language: English
• Published: Netherlands Elsevier B.V 01.03.2023; Elsevier
• Subjects: Bubble dynamics; Encapsulated microbubbles; Inter-bubble interactions; Multi-bubble system; Original; Resonance response; Bubble dynamics; Multi-bubble system; Resonance response; Encapsulated microbubbles; Inter-bubble interactions
• ISSN: 1350-4177; 1873-2828; 1873-2828
• DOI: 10.1016/j.ultsonch.2023.106334

•Resonance behaviors of microbubbles (MB) are studied via radius response analysis.•Nonlinear harmonic and sub-harmonic resonances of MBs are examined.•Microbubble resonance is radius-, pressure- and frequency-dependent.•Large MBs close to one MB strongly influence its resonance behaviors.•Lipid shell and surrounding medium dampen the resonant oscillations of MBs. The resonance behaviors of a few lipid-coated microbubbles acoustically activated in viscoelastic media were comprehensively examined via radius response analysis. The size polydispersity and random spatial distribution of the interacting microbubbles, the rheological properties of the lipid shell and the viscoelasticity of the surrounding medium were considered simultaneously. The obtained radius response curves present a successive occurrence of linear resonances, nonlinear harmonic and sub-harmonic resonances with the acoustic pressure increasing. The microbubble resonance is radius-, pressure- and frequency-dependent. Specifically, the maximum bubble expansion ratio at the main resonance peak increases but the resonant radius decreases as the ultrasound pressure increases, while both of them decrease with the ultrasound frequency increasing. Moreover, compared to an isolated microbubble case, it is found that large microbubbles in close proximity prominently suppress the resonant oscillations while slightly increase the resonant radii for both harmonic and subharmonic resonances, even leading to the disappearance of the subharmonic resonance with the influences increasing to a certain degree. In addition, the results also suggest that both the encapsulating shell and surrounding medium can substantially dampen the harmonic and subharmonic resonances while increase the resonant radii, which seem to be affected by the medium viscoelasticity to a greater degree rather than the shell properties. This work offers valuable insights into the resonance behaviors of microbubbles oscillating in viscoelastic biological media, greatly contributing to further optimizing their biomedical applications.