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High performance low power array multiplier using temporal tiling

机译:使用时间切片的高性能低功耗阵列乘法器

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Digital multipliers are a major source power dissipation in digital signal processors. Array architecture is a popular technique to implement these multipliers due to its regular compact structure. High power dissipation in these structures is mainly due to the switching of a large number of gates during multiplication. In addition, much power is also dissipated due to a large number of spurious transitions on internal nodes. Timing analysis of a full adder, which is a basic building block in array multipliers, has resulted in a different array connection pattern that reduces power dissipation due to the spurious transition activity. Furthermore, this connection pattern also improves the multiplier throughput. This array pattern is based on creating a compact tiled structure, wherein the shape of a tile represents the delay through that tile. That is, a compact structure created using these tiles is nothing but a structure with high throughput. Such a temporal tiling technique can also be applied to other digital circuits. Based on our simulation studies, a temporally tiled array multiplier achieves 50% and 35% improvements in delay and power dissipation compared to a conventional array multiplier. Improvement in delay can be traded for power using voltage reduction techniques.
机译:数字乘法器是数字信号处理器中的主要电源功耗。阵列架构由于其规则的紧凑结构而成为实现这些乘法器的流行技术。这些结构中的高功耗主要是由于乘法期间切换大量门所致。此外,由于内部节点上存在大量的虚假过渡,因此也耗散了很多功率。全加法器的时序分析是阵列乘法器的基本构建模块,它产生了一种不同的阵列连接模式,该模式可减少由于虚假过渡活动而引起的功耗。此外,该连接模式还提高了乘法器吞吐量。该阵列模式基于创建紧凑的平铺结构,其中,平铺的形状表示通过该平铺的延迟。即,使用这些瓦片创建的紧凑结构仅是具有高吞吐量的结构。这种时间平铺技术也可以应用于其他数字电路。根据我们的仿真研究,与传统的阵列乘法器相比,时间片阵列乘法器在延迟和功耗方面分别提高了50%和35%。使用电压降低技术可以将延迟的改善换成功率。

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