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Design and VLSI implementation of mod-127 multiplier using cellular automaton-based data compression techniques

机译:基于蜂窝自动机的数据压缩技术的mod-127乘法器的设计和VLSI实现

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摘要

A new technique for the design and VLSI implementation of a mod-127 multiplier based on two-dimensional cellular automata (CA) is presented using two-micrometre CMOS design rules. This technique uses the data compression capabilities of CA, which arise due to the availability of symmetrical global states, to reduce the silicon area required for these modulo arithmetic units by about 90%. The reduction in silicon area is achieved by using two identical triangular CA, each comprising 15 cells and an overflow bit, which are subjected to specific initial and boundary conditions. Encoding and decoding is performed on-chip and the complexity of the latter is significantly reduced by observing only a few critical cells that provide the signature for ascertaining the states of the CA. The silicon area occupied by the chip is 2.4*2.2 mm/sup 2/ and it can operate with a clock frequency of 25 MHz with calculations requiring between 1 and 126 clock cycles to perform. VLSI complexity of the new approach is also compared with that of conventional ones.
机译:利用两微米CMOS设计规则,提出了一种基于二维细胞自动机(CA)的mod-127乘法器的设计和VLSI实现的新技术。此技术使用CA的数据压缩功能(由于对称全局状态的可用性而产生)将这些模算术单元所需的硅面积减少了约90%。硅面积的减少是通过使用两个相同的三角形CA来实现的,每个三角形CA包括15个单元和一个溢出位,它们经受特定的初始和边界条件。编码和解码在片上执行,并且通过仅观察几个提供确定CA状态的签名的关键单元,可以显着降低后者的复杂性。芯片占用的硅面积为2.4 * 2.2 mm / sup 2 /,它可以以25 MHz的时钟频率运行,计算需要1到126个时钟周期才能执行。还将新方法的VLSI复杂性与常规方法进行了比较。

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