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Fast full-wave calculation of electromagnetic fields based on weak-form volume integral equation for MRI applications

机译:基于弱形式体积积分方程的MRI快速全波电磁场计算

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High-field magnetic resonance imaging (MRI) scans have safety problems because energy is not homogeneously distributed in the human body. A prescan where energy and temperature distributions are calculated for input energy budgeting can significantly lower the risk. Therefore, fast and accurate calculations of the electromagnetic (EM) fields of an MRI system with a subject under scan are needed. Here, the authors present a fast EM solver based on a weak-form volume integral equation (VIE) for solving this problem. The proposed approach calculates the EM field inside the human body at a high speed without sacrificing accuracy. In the proposed approach, the VIE formulation for an inhomogeneous dielectric object is employed for near-field calculations. The operation on a dense matrix resulted by the VIE is accelerated by fast Fourier transform (FFT) in conjunction with the latest efficient iterative method. Numerical experiments are presented to show the speed and accuracy of the proposed EM solver.
机译:由于能量在人体中分布不均匀,因此高场磁共振成像(MRI)扫描存在安全问题。为输入能量预算计算能量和温度分布的预扫描可以大大降低风险。因此,需要对具有被扫描对象的MRI系统的电磁(EM)场进行快速而准确的计算。在这里,作者提出了一种基于弱形式体积积分方程(VIE)的快速EM解算器来解决此问题。所提出的方法在不牺牲精度的情况下高速计算了人体内部的电磁场。在提出的方法中,用于不均匀介电物体的VIE公式用于近场计算。快速傅里叶变换(FFT)结合最新的高效迭代方法,加速了VIE对密集矩阵的运算。数值实验表明了所提出的电磁求解器的速度和精度。

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