Quantum adiabatic shortcut heat engine with coupled harmonic oscillator as working medium and design method of its adiabatic shortcut process
A technology of coupled resonance and harmonic oscillator, applied in the design field of quantum adiabatic shortcut heat engine and its adiabatic shortcut process, can solve the problems of power-efficiency antagonism, achieve the effect of increasing power, complete thermodynamic cycle, and overcoming power-efficiency antagonism
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Embodiment 1
[0058] Taking the diatomic molecular heat engine as an example, the two atoms in the molecule respectively represent a harmonic oscillator, and the diatomic molecule constitutes a coupled harmonic oscillator. We drive such a diatomic molecule to complete a thermodynamic cycle with an adiabatic shortcut process, including four processes of isovolumic heat absorption, adiabatic shortcut expansion, isothermal heat release, and adiabatic shortcut compression. The adiabatic shortcut expansion process and the adiabatic shortcut compression process are rapidly driven by the quantum adiabatic shortcut technology, that is, the frequencies of the two atoms are rapidly changed according to the frequency change method we designed, so that one of the frequencies is equal to the initial moment at the end time, and the other A frequency is less (expansion process) or greater (compression process) than the initial frequency at the end time. Taking the adiabatic shortcut expansion process as a...
Embodiment 2
[0064] Taking the optomechanical heat engine as an example, the photons in the resonant cavity and the phonons in the mechanical oscillator correspond to the two harmonic oscillators in the coupled harmonic oscillator. External photons are injected into the resonant cavity to complete the heat absorption process, and the mechanical vibrator transfers mechanical energy outward to complete the heat release process. Between endothermic and exothermic processes, the interconversion process of photons and phonons constitutes an adiabatic process. In the present invention, we have accelerated this adiabatic process with quantum adiabatic shortcut technology, that is, accelerated the mutual conversion of photons and phonons. In this process, the final frequency of the photon is equal to the initial frequency of the phonon, and the initial frequency of the phonon is equal to the final frequency of the photon. Therefore, the boundary conditions appear symmetric. Under such boundary c...
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