Energy Optimization in Process Systems and Fuel Cells

2nd Edition

Print ISBN: 9780080975542
eBook ISBN: 9780080982274
Imprint: Elsevier
Published Date: 12th February 2013
Page Count: 818
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Energy Optimization in Process Systems and Fuel Cells, Second Edition covers the optimization and integration of energy systems, with a particular focus on fuel cell technology. With rising energy prices, imminent energy shortages, and increasing environmental impacts of energy production, energy optimization and systems integration is critically important. The book applies thermodynamics, kinetics and economics to study the effect of equipment size, environmental parameters, and economic factors on optimal power production and heat integration. Author Stanislaw Sieniutycz, highly recognized for his expertise and teaching, shows how costs can be substantially reduced, particularly in utilities common in the chemical industry.

This second edition contains substantial revisions, with particular focus on the rapid progress in the field of fuel cells, related energy theory, and recent advances in the optimization and control of fuel cell systems.

Key Features

  • New information on fuel cell theory, combined with the theory of flow energy systems, broadens the scope and usefulness of the book
  • Discusses engineering applications including power generation, resource upgrading, radiation conversion, and chemical transformation in static and dynamic systems
  • Contains practical applications of optimization methods that help solve the problems of power maximization and optimal use of energy and resources in chemical, mechanical, and environmental engineering


Graduate students and researchers in chemical, mechanical, materials and environmental engineering, as well as those engaged in system theory, operation research, chemistry, applied physics, applied mathematics

Table of Contents



1. Brief review of static optimization methods

1.1 Introduction: significance of mathematical models

1.2 Unconstrained problems

1.3 Equality constraints and lagrange multipliers

1.4 Methods of mathematical programming

1.5 Iterative search methods

1.6 On some stochastic optimization techniques

2. Dynamic optimization problems

2.1 Discrete representations and dynamic programming algorithms

2.2 Recurrence equations

2.3 Discrete processes linear with respect to the time interval

2.4 Discrete algorithm of Pontryagin’s type for processes linear in θN

2.5 Hamilton–Jacobi–Bellman equations for continuous systems

2.6 Continuous Maximum Principle

2.7 Calculus of variations

2.8 Viscosity solutions and nonsmooth analyses

2.9 Stochastic control and stochastic Maximum Principle

3. Energy limits for thermal engines and heat pumps at steady states

3.1 Introduction: role of optimization in determining thermodynamic limits

3.2 Classical problem of thermal engine driven by heat flux

3.3 Toward work limits in sequential systems

3.4 Energy utilization and heat pumps

3.5 Thermal separation processes

3.6 Steady chemical, electrochemical, and other systems

3.7 Limits in living systems

3.8 Final remarks

4. Hamiltonian optimization of imperfect cascades

4.1 Basic properties of irreversible cascade operations with a work flux

4.2 Description of imperfect units in terms of carnot temperature control

4.3 Single-stage formulae in a model of cascade operation

4.4 Work optimization in cascade by discrete maximum principle

4.5 Example

4.6 Continuous imperfect system with two finite reservoirs

4.7 Final remarks

5. Maximum power from solar energy

5.1 Introducing Carnot controls for m


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"Polish chemical and process engineers Seinuitycz and Jezowski explain how to simulate and optimize various energy processes by applying optimization approaches found in second law analysis, finite time thermodynamics, entropy generation minimization, exergo-economics, and system engineering…The book can be used as a core or supplemental textbook in a range of science and engineering courses on energy at the graduate or undergraduate level."--Reference & Research Book News, October 2013