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Net assignment for the FPGA-based logic emulation system in the folded-Clos network structure

机译:折叠式Clos网络结构中基于FPGA的逻辑仿真系统的网络分配

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In this paper, we study the net assignment problem for a logic emulation system in the folded-Clos network interconnection, also referred to as the "partial crossbar interconnection structure". Net assignment of two-terminal nets in this interconnection structure is guaranteed to be completed in polynomial time. However, net assignment of multiterminal nets becomes NP-complete. A previous paper by Butts et al. (1992) has proposed a simple heuristic to perform net assignment for multiterminal nets. Its results showed that it failed to complete routing of all nets for many cases. It is inadequate to have a net assignment algorithm which does not guarantee an exact solution, as the failure of interconnecting field programmable gate arrays (FPGA's) will result in the failure of mapping to the computing engine as a whole and will result in redoing the previous steps, e.g., partitioning of circuits. Therefore, we propose an exact algorithm to solve the net assignment problem. The exact algorithm will find a solution if one exists. However, the exact algorithm may take exponential time. Accordingly, a two-phase approach is taken in this paper. A time-efficient heuristic method is used first. The exact solver will be called only if the heuristic fails to deliver a solution.
机译:在本文中,我们研究了折叠式Clos网络互连中的逻辑仿真系统的网络分配问题,也称为“部分交叉开关互连结构”。在这种互连结构中,两端网络的网络分配保证在多项式时间内完成。但是,多终端网络的网络分配成为NP完整的。 Butts等人的前一篇论文。 (1992)提出了一种简单的启发式方法来执行多终端网络的网络分配。结果表明,在许多情况下,它都无法完成所有网络的路由。网络分配算法不能保证确切的解决方案是不够的,因为互连现场可编程门阵列(FPGA's)的失败将导致映射到整个计算引擎的失败,并将导致重做先前的步骤,例如,电路划分。因此,我们提出了一种精确的算法来解决网络分配问题。如果存在,则精确算法将找到解决方案。但是,确切的算法可能需要花费指数时间。因此,本文采用两阶段方法。首先使用省时的启发式方法。仅当试探法无法提供解决方案时,才调用精确求解器。

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