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首页> 外文期刊>International Communications in Heat and Mass Transfer >Numerical simulation of HIFU with dual transducers: The implementation of dual-phase lag bioheat and non-linear Westervelt equations
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Numerical simulation of HIFU with dual transducers: The implementation of dual-phase lag bioheat and non-linear Westervelt equations

机译:双换能器HIFU的数值模拟:双相滞后生物和非线性Westervelt方程的实现

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摘要

The high intensity focused ultrasound (HIFU) has been proved to be effective and promising in local tumor treatment. Although HIFU utilization with multi transducers goes back several decades, the procedure numerical simulation, to the best of author knowledge, has not been conducted. In the present study, computational modeling of the HIFU with two crossing transducers at various arrangements was carried out to determine the treatment effectiveness. The coupled dual-phase bioheat transfer and non-linear Westervelt equations were solved to determine the acoustic and temperature fields, respectively. Moreover, the thermal dosage criteria were applied to obtain an effective thermo-ablated area in the targeted tumor. The developed model included the non-Fourier heat transfer law, and the scattering and absorption of acoustic waves at higher harmonics. The effect of transducers position and orientation, and the acoustic power level on the produced pressure and thermal fields, were investigated. The presented results showed that by increasing the sonication amplitude, the effective area has an average enhancement of about 0.27, 7.08 and 27.9% for 3, 5 and 7 W power levels, respectively. Moreover, based on the tumor shape, a suitable combination of transducer location, orientation, and power level can be selected to achieve optimum treatment.
机译:高强度聚焦超声(HIFU)已被证明在局部肿瘤治疗中有效和有前景。虽然HIFU利用多传感器返回几十年来,但尚未进行过程数值模拟,尚未进行作者知识。在本研究中,进行了在各种布置中具有两个交叉换能器的HIFU的计算建模,以确定治疗效果。解决了耦合的双相生物热传递和非线性威斯特察雷特方程以分别确定声学和温度场。此外,施加热剂量标准以在靶向肿瘤中获得有效的热烧蚀区域。开发的模型包括非傅里叶传热法,以及在较高谐波处的声波的散射和吸收。研究了换能器位置和取向的影响,以及所产生的压力和热场的声学功率水平。所提出的结果表明,通过增加超声幅度,有效面积分别具有约0.27,7.08和27.9%的平均增强,分别为3,5和7 W功率水平。此外,基于肿瘤形状,可以选择换能器位置,取向和功率水平的合适组合以实现最佳处理。

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