Optimization of stochastic heat engines in the underdamped limit / Nikolas Zöller.
2017
TJ255
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Title
Optimization of stochastic heat engines in the underdamped limit / Nikolas Zöller.
Author
ISBN
9783658163501 (electronic book)
365816350X (electronic book)
9783658163495
3658163496
365816350X (electronic book)
9783658163495
3658163496
Publication Details
Wiesbaden, Germany : Springer Spektrum, 2017.
Language
English
Description
1 online resource.
Item Number
10.1007/978-3-658-16350-1 doi
Call Number
TJ255
Dewey Decimal Classification
621.4001/5118
Summary
Nikolas Zöller examines the working principles and the underlying theoretical foundations of a microscopic heat engine. In particular, he investigates the system?s stochastic dynamics in the underdamped regime which has hardly been studied in the past, but will be experimentally feasible in the near future due to recent technological developments. Emphasis is put on the maximization of the engine?s efficiency at maximum power through optimization of the driving protocol. In addition, possible experimental realizations of a microscopic heat engine are discussed. Contents ? Stochastic Dynamics ? Stochastic Heat Engines in the Overdamped and Underdamped Regime ? Experimental Realization of a Stochastic Heat Engine ? Entropy Production in Inhomogeneous Thermal Environments Target Groups ? Lecturers and students of physics, mathematics, especially physical engineering ? Experimental physicists The Author Nikolas Zöller is currently working as a research associate at the Institute for Urban Futures at the Applied University of Potsdam where he applies concepts from theoretical physics and statistics to sociological problems.
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BestMasters.
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Table of Contents
Stochastic Dynamics
Stochastic Heat Engines in the Overdamped and Underdamped Regime
Experimental Realization of a Stochastic Heat Engine
Entropy Production in Inhomogeneous Thermal Environments.
Stochastic Heat Engines in the Overdamped and Underdamped Regime
Experimental Realization of a Stochastic Heat Engine
Entropy Production in Inhomogeneous Thermal Environments.