During past several decades, the microelectronics industry has improved the integration, the power consumption, and the speed of integrated circuits by means of reducing the feature size of transistors. But it seems that even by decreasing the transistor sizes, some problems such as power consumption cannot be ignored. QCA which was first introduced by Lent et al. (Lent et al., 1993) represents an emerging technology at the nano technology level. Utilizing the QCA technology for implementing logic circuits is one of the approaches which in addition to increasing the clock frequency of these circuits to tera-hertz frequencies and decreasing the size of logic circuits to nanoscale, decreases the power consumption of these circuits (Lent et al., 1993; Tougaw & Lent, 1996). QCA cells have quantum dots in which the position of electrons will determine the binary levels of 0 and 1. This is the most noticeable feature of QCA against conventional logic in which logical states are stored by means of voltage levels. Serpent block cipher was a finalist candidate of Advanced Encryption Standard (AES). This cryptographic algorithm has 32 rounds with an 128-bit block size and a 256-bit key size. This cryptographic algorithm consists of an initial permutation IP, 32 rounds, and a final permutation FP. Each round involves a key mixing operation, a pass through S-boxes, and a linear transformation. In the last round, the linear transformation is replaced by an additional key mixing operation(Anderson et al., 1998). As an application of QCA technology, we have implemented the Serpent block cipher. Simulation results of this implementation are obtained from QCADesigner v2.0.3 software. QCADesigner is developed by the ATIPS lab at the University of Calgary in Canada. QCADesigner v2.0.3 has different simulation engines. Throughout this paper, the coherence vector simulation engine is used due to its accurate and detailed evaluation of QCA. The remainder of this chapter is organized as follows. In Section 2, a brief review of QCA is presented. In Section 3, Serpent block cipher and its important modules are discussed. The implementation of the Serpent block cipher by means of the implementation of its modules is presented in Section 4. Section 5 concludes this chapter.
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