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Effect of nonlinear translations on the pulsation of cavitation bubbles

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【作者】 张玲玲陈伟中沈阳武耀蓉赵帼英寇少杨

【Author】 Lingling Zhang;Weizhong Chen;Yang Shen;Yaorong Wu;Guoying Zhao;Shaoyang Kou;Key Laboratory of Modern Acoustics (Ministry of Education),Institute of Acoustics,Nanjing University;

【通讯作者】 陈伟中;

【机构】 Key Laboratory of Modern Acoustics (Ministry of Education),Institute of Acoustics,Nanjing University

【摘要】 The pulsations and translations of cavitation bubbles obey combined ordinary differential equations,and their nonlinearities are studied by the bifurcation diagram and the phase diagram in a strong ultrasonic field.Bubble pulsation can change regularly or irregularly with changing driving pressure in the time domain.The bifurcation diagrams of the pulsation versus driving pressure show that the pulsations and translations of bubbles have nonlinear characteristics,and the nonlinear translations of bubbles can disorder the pulsations for certain parameters.Disorder of the pulsation can also be caused by nonlinear pulsation itself.In addition,the phase diagrams also show that the nonlinear translations make a large contribution to the pulsations.The same result can also be obtained when the ambient radii of two bubbles are different.

【Abstract】 The pulsations and translations of cavitation bubbles obey combined ordinary differential equations,and their nonlinearities are studied by the bifurcation diagram and the phase diagram in a strong ultrasonic field.Bubble pulsation can change regularly or irregularly with changing driving pressure in the time domain.The bifurcation diagrams of the pulsation versus driving pressure show that the pulsations and translations of bubbles have nonlinear characteristics,and the nonlinear translations of bubbles can disorder the pulsations for certain parameters.Disorder of the pulsation can also be caused by nonlinear pulsation itself.In addition,the phase diagrams also show that the nonlinear translations make a large contribution to the pulsations.The same result can also be obtained when the ambient radii of two bubbles are different.

【基金】 Project supported by the National Natural Science Foundation of China (Grant No.12074185).
  • 【文献出处】 Chinese Physics B ,中国物理B , 编辑部邮箱 ,2022年04期
  • 【分类号】O42;O175.1
  • 【下载频次】15
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