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A Design Method for Heterogeneous Adders

机译:异构加法器的设计方法

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摘要

The performance of existing adders varies widely in their speed and area requirements, which in turn sometimes makes designers pay a high cost in area especially when the delay requirements exceeds the fastest speed of a specific adder, no matter how small the difference is. To expand the design space and manage delay/area tradeoffs, we propose new adder architecture and a design methodology. The proposed adder architecture, named heterogeneous adder, decomposes an adder into blocks (sub-adders) consisting of carry-propagate adders of different types and precision. The flexibility in selecting the characteristics of sub-adders is the basis in achieving adder designs with desirable characteristics. We consider the area optimization under delay constraints and the delay optimization under area constraints by determining the bit-width of sub-adders using Integer Linear Programming. We demonstrate the effectiveness of the proposed architecture and the design method on 128-bit operands.
机译:现有加法器的性能在速度和面积要求上差异很大,这有时使设计人员付出高昂的面积成本,尤其是在延迟要求超过特定加法器最快速度的情况下,无论差异有多小。为了扩展设计空间并管理延迟/区域权衡,我们提出了新的加法器架构和设计方法。所提出的加法器体系结构称为异构加法器,将加法器分解为由不同类型和精度的进位传播加法器组成的块(子加法器)。选择子加法器特性的灵活性是获得具有所需特性的加法器设计的基础。通过使用整数线性规划确定子加法器的位宽,我们考虑了延迟约束下的区域优化和区域约束下的延迟优化。我们演示了在128位操作数上所提出的体系结构和设计方法的有效性。

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