2021
DOI: 10.48550/arxiv.2111.09241
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Quantum technologies need a Quantum Energy Initiative

A. Auffèves

Abstract: Quantum technologies are currently the object of high expectations from governments and private companies, as they hold the promise to shape safer and faster ways to exchange and treat information. However, despite its major potential impact for industry and society, the question of their energetic footprint has remained in a blind spot of current deployment strategies. In this Perspective, I argue that quantum technologies must urgently plan for the creation and structuration of a transverse quantum energy in… Show more

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Cited by 10 publications
(14 citation statements)
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“…The internal energy of the system can be found from, E = H = tr {ρ eq H} . (11) For the Gibbs state, the thermodynamic entropy is given by the Gibbs entropy, S = −tr {ρ eq ln ρ eq }. For an isothermal, quasistatic process the change in entropy is then 12 , dS = β tr {dρ eq H} .…”
Section: Theoretical Preliminaries and Conceptsmentioning
confidence: 99%
See 2 more Smart Citations
“…The internal energy of the system can be found from, E = H = tr {ρ eq H} . (11) For the Gibbs state, the thermodynamic entropy is given by the Gibbs entropy, S = −tr {ρ eq ln ρ eq }. For an isothermal, quasistatic process the change in entropy is then 12 , dS = β tr {dρ eq H} .…”
Section: Theoretical Preliminaries and Conceptsmentioning
confidence: 99%
“…Using Eq. (11) we can separate the change in internal energy, dE into two contributions, one associated with a change in entropy and the other from a change in the Hamiltonian 12 , dE = tr {dρ eq H} + tr {ρ eq dH} ≡ dQ + dW. (13) In complete analogy to classical thermodynamics we can define the first as heat and the second as work.…”
Section: Theoretical Preliminaries and Conceptsmentioning
confidence: 99%
See 1 more Smart Citation
“…Moreover, our proposal for physically realizing the PReB process requires a finite number of control parameters, making the experimental implementation of the unique thermodynamic cycle plausible. This will, in turn, open different pathways for efficient management of energy at microscopic levels, which is crucial for development of quantum technology [33].…”
Section: Introductionmentioning
confidence: 99%
“…While the asymptotic scaling of resource usage with problem size on quantum computers is increasingly well understood [15], there has been less emphasis placed on calculating the coefficients which determine this dependence exactly; that is, it may be known that an algorithm can be executed in an amount of time which is proportional to a particular function of the input size, but the constant of proportionality is seldom known precisely. This is partly because the coefficients differ from one machine to another, and are therefore not fundamentally properties of the algorithm [16].…”
Section: Introductionmentioning
confidence: 99%