Natalia Ares
University of Oxford
ZOOM LINK TO JOIN IN: http://s.ic.fo/QTD_NataliaAres
Monday Oct 19, 2020 / 14:00-15:00 CEST
Electromechanics for thermodynamics at the nanoscale
Electromechanic devices reveal new possibilities for exploring how thermodynamics operates at small scales, where fluctuations are significant and quantum behaviour might arise. I will show how we have determined the thermodynamic cost of timekeeping by measuring the displacement of a silicon nitride drum. We find that there is a linear relation between the entropy produced by the clock and its accuracy [1].
Fully-suspended carbon nanotube devices allow us to combine the quantum states of confined electrons with exquisite control over mechanical degrees of freedom [2]. We were able to explore the impact of electron tunnelling on the nanotube’s mechanical energy, evidenced by the excitation of coherent self-oscillations [3]. I will discuss the potential of these findings to pave the way for experiments on quantum thermodynamics, in particular, for direct measurements of work exchange.
Thanks a lot for your answer and the reference!
Thanks for the amazing talk! I realized that your expressions for the accuracy (N and Nc) look a lot like the Thermodynamic Uncertainty Relation (TUR), and it is quite understandable as precision clocks were one of the inspirations for this inequality. Recent works have found violations of this result for non-Markovian systems, so I was wondering if you could comment on the importance of your experiments in observing these violations. Thanks!
Hi Bhavesh, sorry I have missed this comment. It is a very interesting consideration. We assume our system satisfies Markovian stationarity, i.e. that successive tick intervals are uncorrelated. There have been observations of non-Markovian Brownian motion in mechanical resonators though (https://www.nature.com/articles/ncomms8606). In that case, the resonator is in the quantum regime. It is certainly worth exploring the violations you mention!