Multiple Valued Logic (MVL) has been gaining popularity and practical applications. In addition to the standard MVL benefits, quaternary logic offers the benefit of easy interfacing to binary logic due to the fact that the radix 4=22 allows for simple encoding/decoding circuits. Quaternary cells based on the Supplementary Symmetrical Logic Circuit Structure (SUSLOC) [2] are modeled and used for our adder circuit structures. Several different adder configurations are designed and modeled using the basic quaternary gates and are modeled with the SystemVerilog modeling language. Different adder configurations are compared for their size and estimated logic depth for area and performance estimation and compared with their binary counterparts.
多值逻辑(Multiple value Logic, MVL)已逐渐得到普及和实际应用。除了标准的MVL优势之外,由于基数4=22允许简单的编码/解码电路,四进制逻辑还提供了与二进制逻辑轻松接口的优势。基于补充对称逻辑电路结构(SUSLOC)[2]的第四元胞被建模并用于我们的加法器电路结构。使用基本的四元门设计和建模了几种不同的加法器配置,并用SystemVerilog建模语言进行了建模。对不同的加法器配置进行了尺寸和估计逻辑深度的比较,以进行面积和性能估计,并与二进制加法器进行了比较。