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8.5 Application of HIFU on thermal ablation  207




                  therapies. Destruction of vascular thrombosis, which is the cause of ischemic stroke
                  using ultrasound waves is called sonothrombolysis. However, ultrasound alone is
                  also capable for sonothrombolysis, but the cavitation due to microbubble enhances
                  the efficacy. High-energy and low-energy ultrasound are used to create sonothrom-
                  bolysis targeted to monitor the microbubbles due to cavitation into the region of
                  thrombosis, respectively [88]. Also, microbubbles are more capable of holding gases
                  like oxygen and can be used to deliver oxygen. it carries more oxygen as compared
                  to other vehicles and liquid.



                  8.5  Application of HIFU on thermal ablation

                  HIFU is widely used in thermal cancer therapy. During sonication, temperature
                  increases in tissues and secondary flow streams in vessels. Tissue temperature rise
                  and blood acoustic streaming mostly depend on ultrasonic field characteristics such
                  as intensity, frequency and pulse duration. In this example, temperature rise due to
                  high intensity focused ultrasonic beams which yields to necrosis of cancerous cells is
                  numerically studied. Solving nonlinear acoustofluidics, second-order of perturbation
                  theory is applied to continuity, momentum, energy, and state equations.
                     Fig. 8.8 shows the model of tissue, blood vessel, and external ultrasonic source.
                  As seen, 3D geometry is considered. Fully developed laminar blood flow in a 2 mm
                  width and 50 mm length channel assumed. Mean blood flow velocity is considered
                  1 mm/s before sonication. Cylindrical shape of ultrasonic source concentrates propa-
                  gating waves. Focal intensity and source frequency in cancerous cells of pancreas
                                   2
                  tissue are 280 W/cm  and 1 MHz respectively. Acoustic absorption coefficients of
                  tissue and blood are frequency dependent.
                     To solve proposed model wave equations considering viscous terms are neces-
                  sary. Which are as follow for first and second-order of perturbations:






















                  FIGURE. 8.8  The model of tissue, blood vessel and external ultrasonic source.
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