An Intelligent Ma Technique i Departmen Un Abstract— Motion of this paper is condu approach towards the prominent approximatio power. This paper summarizes on the QC computation methodology, where a novel st computing is introduced. As a main purpose o power calculation is undertaken. In the follo calculations the wave nature of electrons have m as a reason of considering Schrödinger wav proposed concept explains while the electrons a i.e. no external electric field is applied, then tho particle in nature. But in account of tunneling, assumed as wave in nature. According to the S equations the entire calculations have done inten because of having high speed tunneling of elect barrier energy. Two power equations have bee sophistication of the power computation inst final result of this paper will contribute computational methodology for QCA devices. Keywords— QCA power analysis; master pow power calculation; Instantaneous power detection I. INTRODUCTION Quantum dot Cellular Automata is a com quantum dots within a square boundary. O diagonally at a maximum distance occurs in where the probability of existence of electron for any particular electric field. The internal QCA cell is shown in fig. 1 & 2, where it is fo contains two maximum electrons diagon maximum distance, because they are mutu themselves due to instantaneous columbic between them. The intermediate segments of t are compared to capacitors. There the in between the electron and the free space. Fo purpose the high energy barrier situates at zone. When this cell is introduced with elec effect of this, the columbic repulsion genera force the electrons to tunnel through the energy athematical QCA Power n Wave Nature of Electr Soudip Sinha Roy nt of Electronics & Communication Engineering niversity of Engineering & Management Jaipur, India soudipsinharoy@gmail.com ucted with a new on of QCA device CA device power trategy of power f this paper, only owing prospective mostly considered, e equations. The are in static mode se are assumed as , the electrons are Schrödinger wave ntly in this paper, trons through the en derived for the tantaneously. The e a new power wer equation; QCA n. mbination of four Only two space nside square area, ns is much higher architecture of a ound that this cell nally at a very ually keep apart repulsive force the quantum dots nsulation occurs or this insulation the intermediate ctric field, as an ates and this will y barrier. Figure 1: Quantum dots place Figure 2: Vertical representation of QCA c four quantum dots placed at the These two arrangements are den = +1 and P = -1 respectively. Two that cell polarization P = +1 represe represent logic ‘0’. This methodol binary information, fig. 2. Along with the discovery o Automata several theoretical power on this device. As often it is found t QCA power calculation is establish scheme, whereas the physical char assumed as particle in nature. In this paper a very new and r computing has developed and introd to achieve the physical characteristi tunneling, they are assumed as wave the technique of the power computat with the Schrödinger’s wave theor moment of the electrons without electric field, those are assumed as paper two master power equatio visualize the wave nature and parti apparently. This proposed master p sophisticated for the instantaneous quantum level devices. To achieve of power mainly the wave char undertaken. For this power analyzin and the instantaneous angular frequ considered [5], [6]. The power equ way, that the nature of the electrons apparent. The behavior of the mast the tunneling power through the r Analysis rons ements in square block cell. . Each QCA cell is formed with vertices of a square. noted as cell polarization P o different criteria are exist, ents logic ‘1’ and P = -1 to logy of QCA encodes the of Quantum dot Cellular computing have performed that all the papers regarding hed by Hamiltonian energy racteristics of electrons are rich methodology of power duced briefly [1]--[4], where c of electrons at the time of e in nature. The proposal of tion is intimately connected ry of object. At the static any introductory external a particle in nature. In this ns have been derived to icle nature of the electrons power equations are much power computation of the the dynamic characteristic racteristic of electrons is ng purpose the momentum uency of the electrons have uations are shown in such a s at the time of tunneling is ter power equations justify barrier. Eq. 2 shows the 680 978-1-4673-8203-8/16/$31.00 c 2016 IEEE