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Intraoperative 3D Finite Element Computation Using CUBA

机译:使用古巴的术中3D有限元计算

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As the Finite Element method is becoming more pervasive in scientific and engineering endeavors, the application space of the method increases as well. This work provides indication that real-time surgical application is also possible. The challenge is reducing the solution times of this, computationally expensive method, to the point that FE on patient organs can be done during surgery. This paper presents an implementation of a Total Lagrangian Explicit Dynamic Finite Element algorithm on General Purpose Graphics Processing Units (GPGPUs) that suggests the fulfillment of this constraint. The usability of the method is demonstrated by conducting a broad assay on ranging model sizes and different GPGPUs and comparing the accuracy and speed to a CPU solution. In doing so, we study the effect of using single/double precision computation.
机译:随着有限元方法在科学和工程的努力变得更加普遍,该方法的应用空间也增加。这项工作提供了迹象,即实时手术应用也是可能的。挑战正在减少这种昂贵的方法,计算昂贵的方法,以在手术期间可以在患者器官上进行的点。本文介绍了一个关于通用图形处理单元(GPGPU)的Lagrangian显式动态有限元算法的实现,表明该约束的实现。通过在测距模型大小和不同的GPGPU上进行广泛的测定并将精度和速度与CPU解决方案进行比较来证明该方法的可用性。在这样做时,我们研究了使用单/双精度计算的影响。

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