Periodic Reporting for period 2 - UCOM (Ultrasound Cavitation in Soft Materials)
Reporting period: 2020-10-01 to 2023-05-31
Lithotripsy to treat kidney stones, ultrasonic imaging to view the inside of the body and root canal treatment to deal with infections at the centre of a tooth, are only a few of the already existing applications which use technology that is based on the physics of ultrasound cavitation.
Nevertheless, there are still a lot of unanswered questions regarding cavitation and its effects and the related technology is not yet ready for wide adoption. Therefore, studying the science behind the physical phenomena of ultrasound cavitation may further define the future of many clinical applications. To that purpose, UCOM investigated in depth how the bubbles interact with tissues, aiming to provide a safe way to use ultrasound cavitation in the existing medical applications. This is crucial, since cavitation may be harmful if not controlled properly. For example, in lithotripsy a wrong choice of the applied acoustic wave parameters can cause damage to the kidney. Additionally, the UCOM research results may contribute to the development of more medical applications, e.g. sonoporation and sonoprinting.
The UCOM researchers developed, improved and validated new state-of-the-art cavitation models and interaction with soft materials (e.g. tissues) against both existing and new experimental data.
On the modelling side, a wide range of simulations approaches have been developed. The dependence of behavior collapse on the contact angle was explained using the impulse potential flow theory for short times, which shows the presence of a singularity on the initial acceleration of the contact line. The collapse of multiple cavitation bubbles nucleating and collapsing in contact with a rigid wall was also studied to understand the interaction among the bubbles and its consequences. Moreover, numerical simulations utilising real-fluid thermodynamics equations of state for estimating the properties of both the liquid and gas as function of pressure and temperature have been developed, allowing for more accurate prediction of both the gas and liquid temperatures to be predicted during bubble collapses. The interaction of cavitation bubbles with free surfaces was also investigated using a compressible all-Mach number flow solver with interface tracking capability. This shed light to the mechanism of bubble entrainment process. It was found that the oscillatory flow inside the nozzle, naturally accompanied by alternating gradients of pressure, induces flow focusing at the curved meniscus via the baroclinic torque. The misalignment of the density and pressure gradients across the interface induces the generation of vorticity, which in turn, focuses the flow at the level of the meniscus resulting in a bubble pinch-off governed at the last stage by capillary forces. With the same flow solver, immersed boundary methods allowed for fluid-structure interactions and thin elastic capillary to be computed considering surface tension effects. With regards to the interaction of cavitation bubbles with soft material, two different approaches have been developed. The first novel numerical framework has employed a Diffuse Interface Method (DIM) accounting for the interaction across fluid-solid-gas interfaces. It usilised an Adaptive Mesh Refinement (AMR) framework for unstructured grids. The numerical framework was validated for cases of bubble dynamics, under high and low ambient pressure ratios, shock-induced collapses, and wave transmission problems across a fluid-solid interface, against theoretical and numerical results. The detailed collapse dynamics, jet formation, solid deformation, rebound, primary and secondary shock wave emissions, and secondary collapse that govern the near-solid collapse and tissue sonoporation mechanisms was revealed for the first time. Finally, a mess less Smooth Particle Hydrodynamics (SPH) method for liquids was combined by a TL SPH method for solids where the 1st Piola-Kirchhoff stress tensor was considered. This enabled simulations of collapsing cavities (“vacuum bubbles”) in a liquid above or close to a deformable solid object. The developed monolithic approach was successfully tested against reference cases and was applied to simulate the sonoporation process of a collapsing bubble close to a cell membrane, including the breaking of the membrane due to the liquid jet.