• Chinese Journal of Lasers
  • Vol. 52, Issue 3, 0307208 (2025)
Lei Fu, Jing Wang, Cuiping Yao**, and Zhenxi Zhang*
Author Affiliations
  • Institute of Biomedical Photonics and Sensing, Key Laboratory of Biomedical Information Engineering ofMinistry of Education, School of Life Science and Technology, Xi’an Jiaotong University, Xi’an 710049, Shaanxi , China
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    DOI: 10.3788/CJL240901 Cite this Article Set citation alerts
    Lei Fu, Jing Wang, Cuiping Yao, Zhenxi Zhang. Focused Nanosecond Laser‐Induced Bubble Dynamics in Confined Water Within Rigid Spherical Geometry: A Numerical Study[J]. Chinese Journal of Lasers, 2025, 52(3): 0307208 Copy Citation Text show less
    Illustration of a laser-induced bubble in a fully confined condition
    Fig. 1. Illustration of a laser-induced bubble in a fully confined condition
    Oscillatory behaviour of laser-induced bubble in the fully confined condition and its comparison with that in free liquid ( liquid radius RL=3 mm, laser energy EL=44.2 μJ, Rayleigh radius of bubble RRay=300 μm, Rayleigh period of bubble TRay=55.9 μs; under fully confined condition, max bubble radius Rmax=190.4 μm and oscillation period Tosc=14.8 μs). (a) Evolution of bubble radius with time; (b) the time-dependent pressure change on the liquid-solid boundary in the fully confined condition
    Fig. 2. Oscillatory behaviour of laser-induced bubble in the fully confined condition and its comparison with that in free liquid ( liquid radius RL=3 mm, laser energy EL=44.2 μJ, Rayleigh radius of bubble RRay=300 μm, Rayleigh period of bubble TRay=55.9 μs; under fully confined condition, max bubble radius Rmax=190.4 μm and oscillation period Tosc=14.8 μs). (a) Evolution of bubble radius with time; (b) the time-dependent pressure change on the liquid-solid boundary in the fully confined condition
    Influence of fully confined condition on oscillation period and max radiu of bubbles. (a) Evolution of Rmax/RRay and Tosc/TRay with respect to RRay in the fully confined condition; (b) Tosc as a function of Rmax
    Fig. 3. Influence of fully confined condition on oscillation period and max radiu of bubbles. (a) Evolution of Rmax/RRay and Tosc/TRay with respect to RRay in the fully confined condition; (b) Tosc as a function of Rmax
    Evolution process comparison of two varying-sized bubbles with the same oscillation period in the fully confined condition
    Fig. 4. Evolution process comparison of two varying-sized bubbles with the same oscillation period in the fully confined condition
    Influence of liquid radius on the bubble oscillation in the fully confined condition. (a) Tosc as a function of Rmax; (b) cut-off period of the laser bubble (Tcut-off) as a function of liquid radius (RL)
    Fig. 5. Influence of liquid radius on the bubble oscillation in the fully confined condition. (a) Tosc as a function of Rmax; (b) cut-off period of the laser bubble (Tcut-off) as a function of liquid radius (RL)
    Influence of liquid confinement degree (C) on the bubble oscillation. In this case, RL=3 mm. (a) Tosc as a function of Rmax; (b) cutoff period of the laser bubble (Tcut-off) as a function of confinement degree (C)
    Fig. 6. Influence of liquid confinement degree (C) on the bubble oscillation. In this case, RL=3 mm. (a) Tosc as a function of Rmax; (b) cutoff period of the laser bubble (Tcut-off) as a function of confinement degree (C)
    Lei Fu, Jing Wang, Cuiping Yao, Zhenxi Zhang. Focused Nanosecond Laser‐Induced Bubble Dynamics in Confined Water Within Rigid Spherical Geometry: A Numerical Study[J]. Chinese Journal of Lasers, 2025, 52(3): 0307208
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