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An accurate and efficient three-dimensional high-order finite element methodology for the simulation of magneto-mechanical coupling in MRI scanners

机译:用于MRI扫描仪磁机耦合模拟的准确有效的三维高阶有限元方法

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摘要

Transient magnetic fields are generated by the gradient coils in an magnetic resonance imaging (MRI) scanner and induce eddy currents in their conducting components, which lead to vibrations, imaging artefacts, noise, and the dissipation of heat. Heat dissipation can boil off the helium used to cool the super conducting magnets and, if left unchecked, will lead to a magnet quench. Understanding the mechanisms involved in the generation of these vibrations, and the heat being deposited in the cryostat, are key for a successful MRI scanner design. This requires the solution of a coupled physics magneto-mechanical problem, which will be addressed in this work. A novel computational methodology is proposed for the accurate simulation of the magneto-mechanical problem using a Lagrangian approach, which, with a particular choice of linearisation, leads to a staggered scheme. This is discretised by high-order finite elements leading to accurate solutions. We demonstrate the success of our scheme by applying it to realistic MRI scanner configurations.
机译:瞬态磁场由磁共振成像(MRI)扫描仪中的梯度线圈产生,并在其导电部件中诱导涡流,这导致振动,成像艺术品,噪声和热量的耗散。散热可以煮沸用于冷却超级导电磁铁的氦气,如果未选中,则不会导致磁铁骤冷。了解所涉及的产生这些振动的机制,以及在低温恒温器中沉积的热量是成功MRI扫描仪设计的关键。这需要解决耦合物理磁机械问题,这将在这项工作中得到解决。提出了一种新的计算方法,用于使用拉格朗日方法进行准确模拟磁机械问题,其中具有特定选择线性化,导致交错方案。这是由高阶有限元离散的,导致准确的解决方案。我们通过将其应用于现实MRI扫描仪配置来展示我们的计划的成功。

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