| R.W. Keyes and R. Landauer, "Minimal Energy Dissipation in Logic," IBM Journal of Research and Development, pp. 152-157, March 1970. |
....into one of equiprobable successors, that step can, if properly harnessed, be used to remove bits of entropy from the computer s environment. Models have been constructed, obeying the usual conventions of classical, quantum, and thermodynamic thought experiments [1] 3] 4] 10] 11] [15] [17] 23] showing both the ability in principle to perform logically reversible computations in a thermodynamically reversible fashion (i.e. with arbitrarily little entropy production) and the ability to harness entropy increases due to data randomization within a computer to reduce ....
R. W. Keyes and R. Landauer, "Minimal energy dissipation in logic," IBM J. Res. Develop., vol. 14, pp. 152--157, 1970.
..... Heat dissipation of transistors (and other switching devices) due to their necessarily limited thermodynamic efficiency, limits their density in circuits, since overheating can cause them to malfunction. This is likely to be a problem for any type of densely packed nanodevices [133] 141] [142]. Vanishing bulk properties and nonuniformity of doped semiconductors on small scales. This can only be overcome either by not doping at all (accumulating electrons purely using gates, as has been demonstrated in a GaAs heterostructure) 214] or by making the dopant atoms form a regular array. ....
R. W. Keyes and R. Landauer, "Minimal energy dissipation in logic," IBM J. Res. Develop., pp. 152--157, Mar. 1970.
....passes stochastically into one of n equiprobable successors, that step can, if properly harnessed, be used to remove log 2 n bits of entropy from the computer s environment. Models have been constructed, obeying the usual conventions of classical, quantum, and thermodynamic thought experiments [16, 15, 3, 4] [11, 17, 23, 1, 10] showing both the ability in principle to perform logically reversible computations in a thermodynamically reversible fashion (i.e. with arbitrarily little entropy production) and the ability to harness entropy increases due to data randomization within a computer to reduce ....
R.W. Keyes and R. Landauer. Minimal energy dissipation in logic. IBM J. Res. Develop., 14:152--157, 1970. 35
....passes stochastically into one of n equiprobable successors, that step can, if properly harnessed, be used to remove log 2 n bits of entropy from the computer s environment. Models have been constructed, obeying the usual conventions of classical, quantum, and thermodynamic thought experiments [16, 15, 3, 4] [11, 17, 23, 1, 10] showing both the ability in principle to perform logically reversible computations in a thermodynamically reversible fashion (i.e. with arbitrarily little entropy production) and the ability to harness entropy increases due to data randomization within a computer to reduce ....
R.W. Keyes and R. Landauer. Minimal energy dissipation in logic. IBM J. Res. Develop., 14:152--157, 1970.
....objects. 1.1 Related Work There is a large body of proposals for effective physical realization of (almost) energy free reversible computing. Among others, this has been analyzed with respect to bistable magnetic devises for reversible copying canceling of records in [14] and Brownian computers [12], for Turing machines and Brownian enzymatic computers [3, 4, 6] with respect to reversible Boolean circuits by [9] for molecular (billiard ball) computers by [21] Brownian computing using Josephson devices in [16] quantum mechanic computers in [1, 2, 17] and notably by R. Feynman [7, 8] All ....
R.W. Keyes and R. Landauer. Minimal energy dissipation in logic. IBM J. Res. Develop., 14:152--157, 1970.
....to heat. 3 Previous Work There is a large body of proposals for effective physical realization of (almost) energy free reversible computing. Among others, this has been analyzed with respect to bistable magnetic devises for reversible copying canceling of records in [15] and Brownian computers [12], for Turing machines and Brownian enzymatic computers [3, 4, 6] with respect to reversible Boolean circuits by [9] for molecular (billiard ball) comput 0 0 0 0 1 1 1 1 OUTPUT INPUT 0 0 1 1 0 1 1 0 Figure 3: A billiard ball computer ers by [23] Brownian computing using Josephson devices in ....
R.W. Keyes and R. Landauer. Minimal energy dissipation in logic. IBM J. Res. Develop., 14:152--157, 1970.
No context found.
R.W. Keyes and R. Landauer, "Minimal Energy Dissipation in Logic," IBM Journal of Research and Development, pp. 152-157, March 1970.
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC