Events4th International Electronic Conference on Entropy and Its Applications
Published
This submission belongs to the session a. Statistical Physics of the event 4th International Electronic Conference on Entropy and Its Applications
Published date
20 Nov, 2017
Citation
Andrea Puglisi, Umberto Marini Bettolo Marconi, Clausius relation for Active Particles, in Proceedings of 4th International Electronic Conference on Entropy and Its Applications, 21 November–1 December 2017, MDPI: Basel, Switzerland, doi: 10.3390/ecea-4-05022
Share
Email
Facebook
Twitter
LinkedIn

Clausius relation for Active Particles

image
1. Consiglio Nazionale delle Richerche (CNR) - Istituto dei Sistemi Complessi (ISC) c/o Dipartimento di Fisica, Universita' Sapienza, p.le A. Moro 2 - 00185 - Roma - Italia
2. Universita' di Camerino - via Madonna delle Carceri - Camerino - Italia
Abstract

Many kinds of active particles, such as bacteria or active colloids, move in a thermostatted fluid by means of self-propulsion. Energy injected by such a non-equilibrium force is eventually dissipated as heat in the thermostat. Since thermal fluctuations are much faster and weaker than self-propulsion forces, they are often neglected, blurring the identification of dissipated heat in theoretical models. For the same reason, some freedom—or arbitrariness—appears when defining entropy production. Recently three different recipes to define heat and entropy production have been proposed for the same model where the role of self-propulsion is played by a Gaussian coloured noise. Here we compare and discuss the relation between such proposals and their physical meaning. One of these proposals takes into account the heat exchanged with a non-equilibrium active bath: such an “active heat” satisfies the original Clausius relation and can be experimentally verified.

Keywords
active particles
Clausius relation
entropy production
Manuscript
Poster
ecea-4_Andrea Puglisi.pdf
Performance analysis of single glazed solar PVT air collector in the climatic condition NE India: An analytical study
Theory and Practice of Permutation Entropy