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Multi-operand decimal addition by efficient reuse of a binary carry-save adder tree

机译:通过有效复用二进制进位保存加法器树来进行多操作数十进制加法

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We present a novel method for hardware design of combined binary/decimal multi-operand adders. More specifically, we apply this method to architectures based on binary CSA (carry-save adder) trees, which are of interest for VLSI implementation of high performance multipliers and other low latency arithmetic units. A remarkable feature of the proposed method is that it allows the reuse of any binary CSA for computing the sum of BCD operands. Decimal corrections are performed in parallel, separately from the computation of the binary sum, such that the layout of the binary carry-save adder does not require any further rearrangement. As a result, the latency of the binary operation is unaffected by the incorporation of hardware support for decimal, while the latency for the decimal mode is close to the latency figures of dedicated decimal multi-operand adders. We show that our combined architecture is competitive in terms of area and delay with respect to other representative proposals, and that it has a more regular layout when implemented in a submicron VLSI technology.
机译:我们提出了一种新颖的方法,用于组合二进制/十进制多操作数加法器的硬件设计。更具体地说,我们将此方法应用于基于二进制CSA(进位保存加法器)树的体系结构,这对于高性能乘法器和其他低延迟算术单元的VLSI实现非常重要。所提出方法的显着特征是它允许重用任何二进制CSA来计算BCD操作数之和。十进制校正与二进制和的计算分开并行执行,因此二进制进位保存加法器的布局不需要任何进一步的重新布置。结果,二进制操作的等待时间不受合并对十进制的硬件支持的影响,而十进制模式的等待时间则接近专用十进制多操作数加法器的等待时间。我们证明,相对于其他代表性提案,我们的组合架构在面积和延迟方面具有竞争力,并且在亚微米VLSI技术中实施时,其布局更加规则。

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