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High-level design of multiple-valued arithmetic circuits based on arithmetic description language

机译:基于算术描述语言的多值算术电路的高级设计

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This paper proposes a high-level design method of multiple-valued arithmetic circuits. The proposed method uses a cell-based approach with a dedicated hardware description language called ARITH. By using ARITH, we can describe and verify any binary/multiple-valued arithmetic circuits in a formal manner. The ARITH description can be transformed into a technology-dependent netlist in binary/multiple-valued fused logic. The process of transforming the netlist into a physical layout pattern is automatically performed by an off-the-shelf place-and-route tool. In this paper, we present a specific cell library containing a multiple-valued signed-digit adder and its related circuits with a 0.35μm CMOS technology, and demonstrate that the proposed method can synthesize a 32 × 32-bit parallel multiplier in multiple-valued current-mode logic from an ARITH description.
机译:本文提出了一种多值算术电路的高级设计方法。该方法使用基于单元的方法,具有名为Arith的专用硬件描述语言。通过使用代惰,我们可以以正式的方式描述和验证任何二进制/多值算术电路。 arith描述可以在二进制/多元值融合逻辑中转换为技术依赖的网表。将网表转换为物理布局图案的过程自动由现成的地方和路由工具自动执行。在本文中,我们介绍了一种特定的单元库,其包含多值签名的数字加法器及其具有0.35μm的CMOS技术的相关电路,并证明所提出的方法可以在多值中合成32×32位并联倍增器来自代误描述的当前模式逻辑。

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