Numerical Solutions of Partial Differential Equations

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First order partial differential equations system - Numerical solution

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Numerical Solution of Partial Differential Equations: Theory, Algorithms, and Their Applications

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    The performance of different algorithms is compared and discussed. The resulting hardware design will be suitable for platforms ranging from single board add-ins for general PCs to reconfigurable supercomputers such as the Cray XD1.

    Introduction to Numerical Methods for Partial Differential Equations PDEs

    However, the principal aim in this research has been to seek methods that perform well on low-cost platforms. Domain decomposition is used to take advantage of the embedded memory within the FPGA, which is used as a cache to store the data for the current sub-domain in order to eliminate communication and synchronization delays between the sub-domains and to support a very large number of parallel pipelines.

    TMA4220 Numerical Solution of Partial Differential Equations Using Element Methods -- Autumn 2018

    The 32 bit floating-point hardware-software coprocessor for the 3D tetrahedral finite element problem with 48, elements using the preconditioned conjugate gradient method can achieve a speed-up of 40 for a single FPGA board based on a Virtex4VLX FPGA compared to a software solution. Downloads Downloads per month over past year. Civil engineering General.

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