Measurement of second-order response without perturbation
arXiv:1609.05032 · doi:10.1209/0295-5075/116/60003
Abstract
We study the second order response functions of a colloidal particle being subjected to an anharmonic potential. Contrary to typical response measurements which require an external perturbation, here we experimentally confirm a recently developed approach where the system's susceptibilities up to second order are obtained from the particle's equilibrium trajectory [PCCP , 6653 (2015)]. The measured susceptibilities are in quantitative agreement with those obtained from the response to an external perturbation.
arXiv comment4 figures
References in corpus (12)
- Fluctuations and response of nonequilibrium states
- Equality connecting energy dissipation with violation of fluctuation-response relation
- Thermodynamics of a Colloidal Particle in a Time-Dependent Non-Harmonic Potential
- Restoring a fluctuation-dissipation theorem in a nonequilibrium steady state
- The Einstein relation generalized to non-equilibrium
- A fluctuation theorem for currents and non-linear response coefficients
- Fluctuation relations in simple examples of non-equilibrium steady states
- A meaningful expansion around detailed balance
- Frenetic aspects of second order response
- Fluctuation dissipation relations in stationary states of interacting Brownian particles under shear
- Beyond the linear Fluctuation-Dissipation Theorem: the Role of Causality
- Nonlinear susceptibilities and the measurement of a cooperative length
Cited by in corpus (9)
- Temperature in and out of equilibrium: a review of concepts, tools and attempts
- Frenesy: time-symmetric dynamical activity in nonequilibria
- Response theory: a trajectory-based approach
- Active matter under control: Insights from response theory
- Anomalous mobility of a driven active particle in a steady laminar flow
- Extrapolation to nonequilibrium from coarse grained response theory
- The Many Faces of Fluctuation-Dissipation Relations Out of Equilibrium
- A Thermodynamic Non-Linear Response Relation
- Coarse-grained Second Order Response Theory