FUNDAMENTAL DIGITAL MODULE REALIZATION USING RTL DESIGN FOR QUANTUM MECHANICS

Mathematical operations such as square root plays an important role in many applications such as processors etc. Square-root is most valuable and vital in scientific calculations next to fundamental mathematical operations, i.e. addition, subtraction, multiplication and division. The square root circuit is also used to increase the low power gain in the hardware. Along with this there are other advantages also which is due to low power which are high speed and low area. In general, a trade-off is maintained among area, delay and power. The latest trend in the technology is low power, minimization of the circuit along with increasing the speed. In this work an energy efficient square rooter by using reversible logic. (RCSM) Reversible Controlled Subtract Multiplexer is proposed which also plays an important part in implementing the binary square rooter. Saimur Rahman Gate will also be implementing the binary square rooter in order to improve and develop it. The Improvements such as cost of the quanta, inputs given by constants and also garbage outputs. The approaches such as conventional approach and SRG are used for designing the binary square rooter and it will be completed using non-restoring algorithm. We use Xilinx Vivado tool for synthesis and simulation respectively. On performing the proposed work on the tool we found the performance parameter of the circuit is increased significantly.