Design and Implementation of the Combinational Circuits Using Low Power Adiabatic Logic Techniques

Abstract

Power consumption in a circuit has been a major problem in the usage if devices and leads to serious issues of over battery or supply drain. On decreasing the circuit complexity the circuit needs to adapt to the real time world applications. In this paper, we propose a method so as to decrease power in the circuits that are used in real time, these methods are independent of the logic as they are in much reduced form, as compared to the normal static circuits.

Design A Combinational Circuit Consists of 10 Logic Gates Using Quartos

“…NAND and NOR gates are referred to as "universal gates" because they may be used to form any combinational circuit, from the simplest to the most complicated [7]. There are typically three ways that the purpose of a combinational logic circuit is stated [8][9][10][11][12][13][14][15][16][17][18][19][20]: A-Boolean Algebra: This algebraic statement illustrates how the logic circuit produces a logic "1" in response to True or False input variables. B-Truth Table : An explanation of how a logic gate works may be found in its "truth table", which provides a compact rundown of all the possible "true" states the gate will produce in response to any given set of input variables.…”