Abstract Quantum-dot Cellular Automata (QCA) technology presents a promising avenue for the realization of ultralow-power and high-speed digital circuits owing to its inherent quantum properties and nanoscale dimensions. In this study, a novel design and analysis of a binary-coded decimal (BCD) adder implemented using QCA technology is proposed. The BCD adder is a fundamental component of digital arithmetic circuits and is widely applied in various computational systems, including calculators, processors, and digital signal processors. Leveraging the unique features of QCA, such as the absence of current flow and the potential for highly compact layouts, we present a detailed design methodology for the BCD adder circuit, including the implementation of basic QCA gates and construction of the BCD addition logic. Performance metrics, such as area, delay, and power consumption, were evaluated through extensive simulations using QCA Designer, QCA design, and a simulation tool. The Ripple Carry Adder (RCA) is one of the major blocks in the BCD circuit and a prominent factor in determining the area and delay of the circuit. Therefore, an efficient full adder was used to design an RCA with less area and delay. Clocking in a QCA impacts the polarization state of a QCA cell, and this scheme is utilized efficiently to achieve novelty. The proposed design occupies 15.625% less area, and the cell count is reduced by 11.55% compared with the existing state-of-the-art design. Power dissipation reports were obtained using the QCA Pro tool, which briefly describes the average leakage and average dissipation energy of the total circuit, and a spectrum to depict the energy dissipation of each cell in the circuit. The results demonstrate the feasibility and efficiency of the proposed BCD adder design in QCA technology, demonstrating its potential for realizing energy-efficient and high-performance digital arithmetic circuits. This work contributes to the growing body of research on QCA-based digital circuit design and lays the groundwork for the further exploration of QCA technology in practical computing applications.
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