一个高速的、分层的16×16阵列阵列乘法器的设计

Abhijit R. Asati, Chandrashekhar
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引用次数: 12

摘要

尽管数组乘法器具有线性时间复杂度,但由于其更简单的VLSI实现,因此更适合较小的操作数大小。树乘法器的时间复杂度为O (log n),但不太适合VLSI实现,因为它们不太规则,它们需要更大的总路由长度,这可能会降低它们的性能。一些称为“数组的数组”乘法器的混合架构具有中等性能。这些乘法器比数组乘法器具有更好的时间复杂度,因此成为中等操作数大小的高性能乘法器设计的明显选择。本文设计了一种16×16无符号“阵列的阵列”乘法器电路,采用层次化结构,并在MOSIS的0.6µm n阱CMOS工艺(SCN_SUBM, lambda=0.3)中采用传统CMOS逻辑实现。与F Jalil[3]的16位Booth编码Wallace树乘法器相比,所提出的乘法器实现在传播延迟和平均功耗(20MHz)方面大幅降低。给出了晶体管总数、最大瞬时功率、漏功率、核心区面积、总布线长度和过孔数。
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A high-speed, hierarchical 16×16 array of array multiplier design
Array multipliers are preferred for smaller operand sizes due to their simpler VLSI implementation, in-spite of their linear time complexity. The tree multipliers have time complexity of O (log n) but are less suitable for VLSI implementation since, being less regular, they require larger total routing length, which may degrade their performance. Some hybrid architectures called ‘array of array’ multipliers have intermediate performance. These multipliers have a time complexity better than array multipliers, and therefore becomes an obvious choice for higher performance multiplier designs of moderate operand sizes. In this paper a 16×16 unsigned ‘array of array’ multiplier circuit is designed with hierarchical structure and implemented using conventional CMOS logic in 0.6µm, N-well CMOS process (SCN_SUBM, lambda=0.3) of MOSIS. The proposed multiplier implementation shows large reduction in propagation delay and the average power consumption (at 20MHz) as compared to 16-bit Booth encoded Wallace tree multiplier by F Jalil [3]. The total transistor count, maximum instantaneous power, leakage power, core area, total routing length and number of vias are also presented.
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