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Probe thermometry with continuous measurements
by
Annby-Andersson, Björn
, Haack, Géraldine
, Boeyens, Julia
, Perarnau-Llobet, Martí
, Nimmrichter, Stefan
, Bakhshinezhad, Pharnam
, Potts, Patrick P
, Mehboudi, Mohammad
in
Bayesian analysis
/ Bayesian inference
/ continuous measurements
/ Control Engineering
/ Electrical Engineering, Electronic Engineering, Information Engineering
/ Elektroteknik och elektronik
/ Engineering and Technology
/ Fisher information
/ Monitoring
/ noisy measurements
/ Parameter estimation
/ Physics
/ Quantum dots
/ quantum thermometry
/ Reglerteknik
/ Teknik
/ Temperature
/ Thermometry
/ Time measurement
2023
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Probe thermometry with continuous measurements
by
Annby-Andersson, Björn
, Haack, Géraldine
, Boeyens, Julia
, Perarnau-Llobet, Martí
, Nimmrichter, Stefan
, Bakhshinezhad, Pharnam
, Potts, Patrick P
, Mehboudi, Mohammad
in
Bayesian analysis
/ Bayesian inference
/ continuous measurements
/ Control Engineering
/ Electrical Engineering, Electronic Engineering, Information Engineering
/ Elektroteknik och elektronik
/ Engineering and Technology
/ Fisher information
/ Monitoring
/ noisy measurements
/ Parameter estimation
/ Physics
/ Quantum dots
/ quantum thermometry
/ Reglerteknik
/ Teknik
/ Temperature
/ Thermometry
/ Time measurement
2023
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Do you wish to request the book?
Probe thermometry with continuous measurements
by
Annby-Andersson, Björn
, Haack, Géraldine
, Boeyens, Julia
, Perarnau-Llobet, Martí
, Nimmrichter, Stefan
, Bakhshinezhad, Pharnam
, Potts, Patrick P
, Mehboudi, Mohammad
in
Bayesian analysis
/ Bayesian inference
/ continuous measurements
/ Control Engineering
/ Electrical Engineering, Electronic Engineering, Information Engineering
/ Elektroteknik och elektronik
/ Engineering and Technology
/ Fisher information
/ Monitoring
/ noisy measurements
/ Parameter estimation
/ Physics
/ Quantum dots
/ quantum thermometry
/ Reglerteknik
/ Teknik
/ Temperature
/ Thermometry
/ Time measurement
2023
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Journal Article
Probe thermometry with continuous measurements
2023
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Overview
Temperature estimation plays a vital role across natural sciences. A standard approach is provided by probe thermometry, where a probe is brought into contact with the sample and examined after a certain amount of time has passed. In situations where, for example, preparation of the probe is non-trivial or total measurement time of the experiment is the main resource that must be optimized, continuously monitoring the probe may be preferred. Here, we consider a minimal model, where the probe is provided by a two-level system coupled to a thermal reservoir. Monitoring thermally activated transitions enables real-time estimation of temperature with increasing accuracy over time. Within this framework we comprehensively investigate thermometry in both bosonic and fermionic environments employing a Bayesian approach. Furthermore, we explore adaptive strategies and find a significant improvement on the precision. Additionally, we examine the impact of noise and find that adaptive strategies may suffer more than non-adaptive ones for short observation times. While our main focus is on thermometry, our results are easily extended to the estimation of other environmental parameters, such as chemical potentials and transition rates.
Publisher
IOP Publishing
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