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A Parallel Subspace Iteration Method for Generalized Eigenvalue Problems Based on Multi-core Platform

机译:基于多核平台的广义特征值问题并行子空间迭代方法

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A parallel subspace iteration method for solving eigenvalue problem of based on multi-core platform is presented, which can solve several extreme eigenpair in parallel. Compared with Jacobi-Davidson method, the dimension number of the subspace in the method keeps unchanged, which makes it easier for the programming implementation. Numerical experiments are performed with a quad-core computer under the joint programming environment of Intel Fortran and OpenMp. The computation of the plane wing frequency and aircraft pylon for a real model airplane is taken as an example. As a result, the first 10 frequencies of a plane wing and an aircraft pylon are provided which shown the efficiency and applicability of our parallel computation algorithm.
机译:提出了一种基于多核平台的求解特征值问题的并行子空间迭代方法,该方法可以并行求解多个极端特征对。与Jacobi-Davidson方法相比,该方法中子空间的维数保持不变,这使得编程实现更加容易。在Intel Fortran和OpenMp的联合编程环境下,使用四核计算机进行了数值实验。以实际模型飞机的机翼频率和飞机吊架的计算为例。结果,提供了机翼和飞机吊架的前10个频率,这些频率显示了我们的并行计算算法的效率和适用性。

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