A
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Entropy production minimization, constructal law, and other
optimization techniques in energy and other technologies
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|
Bjarne |
Andresen |
Niels Bohr Inst, Copenhagen |
Denmark |
PRINCIPAL EQUATIONS OF STATE AND THEIR RELATION TO THE SECOND LAW AND TO THERMODYNAMIC GEOMETRY OPTIMIZATION |
|
Adrian |
Bejan |
Duke U, Durham, NC |
USA |
CONSTRUCTAL LAW: DESIGN AS PHYSICS |
|
Daniel |
Favrat |
EPFL Lausanne |
Switzerland |
THERMODYNAMICS AND THE OPTIMIZATION OF ENERGY SYSTEMS: STRENGTHS AND LIMITS |
|
Michel |
Feidt |
U Lorraine |
France |
DOES MINIMUM ENTROPY GENERATION RATE CORRESPOND TO MAXIMUM POWER OR OTHER OBJECTIVES? |
|
Ahmed |
Ghoniem |
MIT, Cambridge, MA |
USA |
FROM MACROSCOPIC OBSERVATIONS TO MICRO-KINETIC MODELS OF SURFACE REACTIONS |
|
Karl Heinz |
Hoffmann |
U Chemnitz |
Germany |
APPLYING ENDOREVERSIBLE THERMODYNAMICS: THE OPTIVENT METHOD FOR SI-ENGINES |
|
Signe |
Kjelstrup |
NTNU Trondheim |
Norway |
Energy efficient reactor design simplified by application of the second law of thermodynamics |
|
Gregory |
Kowalski |
Northeastern U, Boston, MA |
USA |
ENTROPY PRODUCTION: INTEGRATING RENEWABLE ENERGY SOURCES INTO SUSTAINABLE ENERGY SOLUTIONS |
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B
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Non-equilibrium thermodynamics: the various approaches and their
reasons
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|
Dick |
Bedeaux |
NTNU Trondheim |
Norway |
MESOSCOPIC NON-EQUILIBRIUM THERMODYNAMICS |
|
Peter |
Daivis |
RMIT U, Melbourne |
Australia |
STUDYING NON-EQUILIBRIUM THERMODYNAMICS USING NON-EQUILIBRIUM MOLECULAR DYNAMICS SIMULATIONS |
|
Denis |
Evans |
Australian NU, Camberra |
Australia |
DISSIPATION AND THE FOUNDATIONS OF STATISTICAL THERMODYNAMICS |
|
Miroslav |
Grmela |
Polytechnique Montreal, Québec |
Canada |
Multiscale
MESOSCOPIC Dynamics and Thermodynamics |
|
Jan |
Naudts |
U Antwerpen |
Belgium |
THERMODYNAMICS FROM THE PERSPECTIVE OF INFORMATION GEOMETRY |
|
Liliana |
Restuccia |
U Messina |
Italy |
NON-EQUILIBRIUM TEMPERATURES IN SYSTEMS WITH INTERNAL VARIABLES |
|
Miguel |
Rubi |
U Barcelona |
Spain |
MESOSCOPIC NON-EQUILIBRIUM THERMODYNAMICS FOR THE STOCHASTIC DYNAMICS OF SMALL-SCALE SYSTEMS |
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C
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Biology and thermodynamics: where do we stand?
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Fernando |
Bresme |
Imperial College, London |
UK |
HEAT TRANSFER AND DISSIPATION IN BIOMLECULES: COMPUTATIONAL STUDIES |
|
Yasar |
Demirel |
U Nebraska, Lincoln, NE |
USA |
FLUCTUATION THEOREM, INFORMATION THEORY AND BIOLOGICAL SYSTEMS |
|
Axel |
Kleidon |
Max-Planck-Inst Biogeochemie,
Jena |
Germany |
UNDERSTANDING LIFE FROM A THERMODYNAMIC EARTH SYSTEM PERSPECTIVE |
|
Michal |
Kurzynski |
U Adam Mickiewicz, Poznan |
Poland |
STOCHASTIC DYNAMICS OF PROTEINS AND THE ACTION OF BIOLOGICAL MOLECULAR MACHINES |
|
Fabio |
Mavelli |
U Bari |
Italy |
STOCHASTIC SIMULATIONS OF MINIMAL CELL MODEL SYSTEMS |
|
Adam |
Moroz |
De
Montfort U, Leicester |
UK |
ACCELERATION OF FREE ENERGY DISSIPATION BY BIOLOGICAL SYSTEMS |
|
Albrecht |
Ott |
U Saarbruecken |
Germany |
DRIVEN CHEMISTRY AND INCREASINGLY COMPLEX FORMS OF DYNAMIC ORDER |
|
Peter |
Salamon |
SU Sand Diego, CA |
USA |
NEARLY PERPETUAL MOTION MACHINES OF THE THIRD KIND |
|
Pasko |
Zupanovic |
U Split |
Croatia |
THE RELEVANCE OF MAXIMUM ENTROPY PRODUCTION PRINCIPLE AND MAXIMUM INFORMATION ENTROPY PRINCIPLE IN BIOLOGY |
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D
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Maximum entropy production, steepest entropy ascent, dissipation
potentials, and variational principles: how universal and
interrelated?
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Gian Paolo |
Beretta |
U Brescia |
Italy |
STEEPEST-ENTROPY-ASCENT AND MAXIMAL-ENTROPY-PRODUCTION DYNAMICAL MODELS OF IRREVERSIBLE RELAXATION TO STABLE EQUILIBRIUM FROM ANY NON-EQUILIBRIUM STATE. UNIFIED TREATMENT FOR SIX NON-EQUILIBRIUM FRAMEWORKS |
|
Carlo |
Cafaro |
Max-Planck Institute,
Erlangen |
Germany |
INFORMATION GEOMETRIC COMPLEXITY OF ENTROPIC MOTION ON CURVED STATISTICAL MANIFOLDS |
|
Robert |
Niven |
ADFA, U New South Wales,
Canberra |
Australia |
MINIMUM FLOW POTENTIAL (MASSIEU FUNCTION) IN FLOW SYSTEMS AND CONNECTION TO ENTROPY PRODUCTION EXTREMA |
|
Hisashi |
Ozawa |
Hiroshima U |
Japan |
GENERAL CHARACTERISTICS OF ENTROPY PRODUCTION IN NONLINEAR DYNAMIC SYSTEMS |
|
Jozsef |
Verhas |
UTE Budapest |
Hungary |
GYARMATI'S VARIATIONAL PRINCIPLE OF DISSIPATIVE PROCESSES |
|
Qiang |
Yang |
Tsinghua U, Beijing |
China |
ON THE STRUCTURE OF MAXIMUM ENTROPY PRODUCTION PRINCIPLE: FROM NEAR TO FAR-FROM EQUILIBRIUM |
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E
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Thermodynamic entropy: the various definitions and their reasons
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|
Adriano |
Lezzi |
U Brescia |
Italy |
“DEFINING ENTROPY BEFORE HEAT, NOT VICEVERSA” IN INTRODUCTORY THERMODYNAMICS: TWENTYFIVE-YEAR TEACHING EXPERIENCE IN ENGINEERING PROGRAMS |
|
Andre |
Thess |
UT Ilmenau |
Germany |
INTRODUCING THE LIEB-YNGVASON ENTROPY-DEFINITION INTO UNDERGRADUATE ENGINEERING THERMODYNAMICS EDUCATION: A CASE STUDY AT ILMENAU UNIVERSITY OF TECHNOLOGY |
|
Daniel |
Tondeur |
CNRS, Nancy |
France |
ENTROPY-LIKE FUNCTIONS IN MULTI-SCALE HIERARCHICAL ORGANIZATION |
|
Jakob |
Yngvason |
U Wien |
Austria |
COMPARABILITY OF STATES AND THE DEFINITION OF ENTROPY |
|
Enzo |
Zanchini |
U Bologna |
Italy |
RIGOROUS OPERATIONAL DEFINITION OF ENTROPY NOT BASED ON THE CONCEPTS OF HEAT AND OF EMPIRICAL TEMPERATURE |
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F
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Thermodynamics of interfacial phenomena: surface tension and
non-equilibrium effects of Korteweg capillary forces
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Kirill |
Glavatskiy |
NTNU Trondheim |
Norway |
HEAT AND MASS TRANSFER DURING NUCLEATION |
|
Felix |
Llovell |
MATGAS, Bellaterra |
Spain |
INHOMOGENEOUS DENSITY THEORIES COUPLED INTO A MOLECULAR EQUATION OF STATE FOR THE DESCRIPTION OF THE FLUID-FLUID INTERFACE |
|
Roberto |
Mauri |
U Pisa |
Italy |
PHASE FIELD MODELING OF MULTIPHASE SYSTEMS |
|
Mathis |
Plapp |
Polytechnique Palaiseau Cedex |
France |
GRAND-CANONICAL FORMULATION OF PHASE-FIELD MODELS FOR ALLOY SOLIDIFICATION |
|
Leonard |
Sagis |
U Wageningen |
Netherland |
DYNAMICS OF COMPLEX FLUID-FLUID INTERFACES |
|
Wilhelm |
Schneider |
TU Wien |
Austria |
SURFACES AS NON-AUTONOMOUS THERMODYNAMIC SYSTEMS |
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G
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Equilibrium and non-equilibrium thermodynamics of small systems,
multiscale methods, and energy harvesting from fluctuations
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Pietro |
Asinari |
Politecnico Torino |
Italy |
MOLECULAR DYNAMICS SIMULATION OF CARBON NANO-BINDERS INTO ZEOLITE THERMAL STORAGE |
|
Ralph |
Chamberlin |
Arizona State U |
USA |
NANOTHERMODYNAMICS: SMALL-SYSTEM THERMODYNAMICS APPLIED TO LARGE SYSTEMS |
|
Luca |
Gammaitoni |
U Perugia |
Italy |
ENERGY HARVESTING AT MICRO AND NANOSCALE |
|
Pierre |
Gaspard |
UL Brussels |
Belgium |
THE FLUCTUATION THEOREM FOR CURRENTS AND NONEQUILIBRIUM THERMODYNAMICS |
|
Agustin |
Perez-Madrid |
U Barcelona |
Spain |
THE IMPLICATIONS OF THE BREAKDOWN OF THERMODYNAMIC STABILITY IN ENERGY GENERATION AND CONVERSION NANODEVICES |
|
Pietro |
Poesio |
U Brescia |
Italy |
HYBRID ATOMISTIC-CONTINUUM APPROACH TO DESCRIBE INTERFACIAL PROPERTIES BETWEEN IMMISCIBLE LIQUIDS |
|
Debra |
Searles |
U Queensland |
Australia |
FLUCTUATION RELATIONS FOR THE DISSIPATION |
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|
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|
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H
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Conceptual analysis of the entropy principle in continuum
physics
|
|
Vito Antonio |
Cimmelli |
U Basilicata |
Italy |
CONCEPTUAL ANALYSIS OF THE ENTROPY PRINCIPLE IN CONTINUUM PHYSICS: AN OVERVIEW |
|
Markus |
Hütter |
Eindhoven UT |
Netherlands |
NON-NEGATIVE ENTROPY PRODUCTION BY QUASI-LINEAR OR POTENTIAL-BASED FORCE-FLUX
RELATIONS |
|
David |
Jou |
AU Barcelona |
Spain |
ENTROPY, ENTROPY FLUX, TEMPERATURE AND SECOND LAW IN EXTENDED IRREVERSIBLE THERMODYNAMICS |
|
Vittorio |
Romano |
U Catania |
Italy |
ON THE FORMULATION OF ENTROPY FOR A PARTIALLY QUANTIZED ELECTRON SYSTEM IN SEMICONDUCTORS |
|
Tommaso |
Ruggeri |
U Bologna |
Italy |
RECENT RESULTS IN RATIONAL EXTENDED THERMODYNAMICS: MACROSCOPIC APPROACH AND MAXIMUM ENTROPY PRINCIPLE FOR DENSE AND RAREFIED POLYATOMIC GASES |
|
Massimo |
Trovato |
U Catania |
Italy |
A PROPER NONLOCAL FORMULATION OF QUANTUM MAXIMUM ENTROPY PRINCIPLE FOR FERMI, BOSE AND FRACTIONAL ESCLUSION STATISTICS |
|
Peter |
Ván |
Budapest U |
Hungary |
THERMODYNAMICS OF CONTINUA: THE CHALLENGE OF UNIVERSALITY |
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I
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Connecting second law analysis with economics, ecology, fluid mechanics, and more
|
|
Richard |
Gaggioli |
U Marquette, Milwaukee, WI |
USA |
RELEVANCE OF THE DEAD STATE TO ECOLOGICAL AND ECONOMIC ANALYSES |
|
Andrea |
Lazzaretto |
U Padova |
Italy |
FUEL AND PRODUCT DEFINITIONS IN COST ACCOUNTING EVALUATIONS: IS IT A SOLVED PROBLEM? |
|
Mauro |
Reini |
U Trieste |
Italy |
ENERGY/EXERGY BASED COST ACCOUNTING IN LARGE ECOLOGICAL-TECHNOLOGICAL ENERGY SYSTEMS |
|
Marc |
Rosen |
U Ontario IT, Oshawa |
Canada |
CORRELATING THERMODYNAMICS AND ECONOMIC INVESTMENTS TO IMPROVE THE RATIONALE FOR ENERGY RESEARCH |
|
Enrico |
Sciubba |
U Roma 1 |
Italy |
USE OF EXERGY ANALYSIS TO COMPUTE THE RESOURCE INTENSITY OF BIOLOGICAL SYSTEMS AND HUMAN SOCIETIES |
|
George |
Tsatsaronis |
TU Berlin |
Germany |
ADVANCED EXERGY-BASED METHODS |
|
Antonio |
Valero |
U Zaragoza |
Spain |
THERMODYNAMIC ACCOUNTING OF THE GLOBAL DEPLETION OF THE MINERAL CAPITAL ON EARTH. A PROPOSAL TO THE U.N. |
|
Vittorio |
Verda |
Politecnico Torino |
Italy |
THERMOECONOMICS AS A REGULATION TOOL IN FUTURE DISTRICT HEATING NETWORKS |
|
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|
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|
|
J
|
Model order reduction of complex combustion thermodynamics and
kinetics
|
|
Alexander |
Gorban |
U Leicester |
UK |
DOMINANT PATHS AND SYSTEMS IN MULTISCALE REACTION NETWORKS |
|
Alexander |
Klimenko |
U Queensland |
Australia |
CPT INVARIANCE AND ITS IMPLICATIONS FOR THERMODYNAMICS AND KINETICS |
|
Ulrich |
Maas |
Karlsruhe IT |
Germany |
HIERARCHICAL CONCEPTS FOR MODEL REDUCION FOR REACTING FLOWS BASED ON LOW-DIMENSIONAL MANIFOLDS |
|
Hameed |
Metghalchi |
Northeastern U, Boston, MA |
USA |
THE RATE-CONTROLLED CONSTRAINED-EQUILIBRIUM (RCCE) METHOD: A
REDUCTION TECHNIQUE FOR COMPLEX KINETIC MODELS |
|
Habib |
Najm |
Sandia National Lab,
Livermore, CA |
USA |
MODEL REDUCTION IN REACTING FLOW |
|
Mauro |
Valorani |
U Roma 'La Sapienza' |
Italy |
ENTROPY PRODUCTION AND THE G-SCHEME |
|
Gregory |
Yablonsky |
U St. Louis, MO |
USA |
GRASPING COMPLEXITY IN CHEMICAL KINETICS: TOP-DOWN, BOTTOM-UP AND SOME MORE... |
|
|
|
|
|
|
K
|
Quantum thermodynamics: what is it and what can be done with it
|
|
Sumiyoshi |
Abe |
Mie U, Mie |
Japan |
QUANTUM-MECHANICAL ANALOG OF THE CARNOT CYCLE: GENERAL FORMULA FOR EFFICIENCY AND MAXIMUM-POWER OUTPUT |
|
Subhash |
Chaturvedi |
U Hyderabad |
India |
MICROSCOPIC BROWNIAN HEAT ENGINES: A QUANTUM DYNAMICAL FRAMEWORK |
|
Jochen |
Gemmer |
U Osnabrück |
Germany |
TYPICALITY APPROACH TO QUANTUM THERMODYNAMICS |
|
Ronnie |
Kosloff |
The Hebrew U, Jerusalem |
Israel |
QUANTUM
REFRIGERATORS AND THE III-LAW OF THERMODYNAMICS |
|
Altug |
Sisman |
TU Istanbul |
Turkey |
THERMODYNAMICS UNDER QUANTUM SIZE EFFECTS |
|
Michael |
von Spakovsky |
Virginia Tech, Blacksburg, VA |
USA |
INTRINSIC QUANTUM
THERMODYNAMICS: WHAT IS IT AND WHAT CAN BE DONE WITH IT |
|
|
|
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L
|
Computation of thermodynamic properties, phase equilibria, and
mixing and separation dynamics of industrial blends and
nanostructured fluids
|
|
Neima |
Brauner |
Tel-Aviv U |
Israel |
COMBINING CONSTANT PROPERTY PREDICTION TECHNIQUES FOR WIDER APPLICABILITY AND IMPROVED ACCURACY |
|
Sebastiano |
Correra |
ENI, Milano |
Italy |
ASPHALTENE OR HOW AND WHY I BECAME A FAN OF THE REGULAR SOLUTIONS THEORY |
|
Ulrich |
Deiters |
U Koeln |
Germany |
THERMODYNAMICS -- OLD SCIENCE AND NEW CHALLENGES |
|
Jean-Noel |
Jaubert |
INPL, Nancy |
France |
USE OF A UNIQUE SET OF TEMPERATURE–DEPENDENT BINARY INTERACTION PARAMETERS TO SIMULTANEOUSLY DESCRIBE EXCESS PROPERTIES AND FLUID–PHASE EQUILIBRIUM WITH A CUBIC EQUATION OF STATE |
|
Bernard |
Rousseau |
CNRS, U Paris-Sud 11 |
France |
COARSE-GRAINED SIMULATIONS OF OIL-WATER-SURFACTANT MIXTURES |
|
Doros |
Theodorou |
National TU, Athens |
Greece |
STATISTICAL THERMODYNAMICS-BASED SIMULATION METHODS FOR THE PREDICTION OF POLYMER PROPERTIES |
|
Andrei |
Zvelindovsky |
U Central Lancashire |
UK |
BLOCK COPOLYMERS IN CONFINEMENTS AND UNDER EXTERNAL FIELDS |