Frontiers of the Second Law
author: Adrian Bejan, Department of Mechanical Engineering and Materials Science, Duke University
author: Bjarne Andresen, University of Copenhagen
author: Miguel Rubi, University of Barcelona
author: Signe Kjelstrup, Department of chemistry, Norwegian University of Science and Technology
author: David Jou, Technical University of Catalonia
author: Miroslav Grmela, Department of Chemical Engineering, University of Montreal
author: Lyndsay Gordon
author: Eric Schneider
author: George N. Hatsopoulos, American DG Energy
published: July 24, 2013, recorded: October 2007, views: 3224
Report a problem or upload filesIf you have found a problem with this lecture or would like to send us extra material, articles, exercises, etc., please use our ticket system to describe your request and upload the data.
Enter your e-mail into the 'Cc' field, and we will keep you updated with your request's status.
These nine panelists describe ways in which the Second Law of Thermodynamics can be stretched, or applied in less traditional ways. Adrian Bejan has constructed a law that “covers every configuration in physics, from animate, to inanimate, to us, the societal." Bejan demonstrates how his law describes and predicts the tree-shaped flow of all rivers, animal locomotion and human settlement distribution. With it, says Bejan, “thermodynamics becomes a science of systems with configuration…”
Bjarne Andresen acknowledges “many fights about the Second Law,” before declaring his belief that “entropy survives as a concept, and applies equally in the chemistry lab, to the quantum computer and to black holes.” He discusses the importance of carefully defining the system under examination beforehand, “otherwise you get into fights with your neighbors."
Miguel Rubi discusses how to use the Second Law to extract information about the evolution of small systems. Unlike “canonical thermodynamics,” which describe systems in terms of energy, volume and mass, mesoscopic thermodynamics focuses on systems in terms of positions and movement of particles. Some examples of processes explicable by this kind of thermodynamics include the translocation of ions, RNA unfolding under tension, and muscular contractions.
Signe Kjelstrup argues that mesoscopic nonequilibrium thermodynamics (MNET) can address a longstanding problem in classical nonequilibrium thermodynamics, by addressing “activated processes.” Biological systems have heat flow, says Kjelstrup, and “that is as of yet not included in the description of enzyme kinetics. It should be there to quantify lost work in these important systems.”
“An important question arising in nonequilibrium thermodynamics is not just entropy but temperature,” says David Jou, in particular, “the physical meaning of temperature.” Jou invokes the extended thermodynamics of viscoelastic systems, and looks for a simple model valid for a modest range of equations.
Miroslav Grmela suggests that any time one goes from details to some kind of pattern, “there is an entropy involved…by providing some kind of dissipation, some pattern recognition process.” Grmela believes that thermodynamics … “find a natural formulation in the setting of contact geometry.”
Lyndsay Gordon’s talk involves Maxwellian valves. He discusses “a machine based on an osmophoretic engine,” a simple system with a liquid membrane, solvent and solute, “that is fluctuating completely forever,” without information. “This thing goes by itself,” he says.
Eric Schneider discerns “laws of ecology” in such gradient systems as the energy flow between the sun and earth. “We can determine “…heat and entropy production in the system,” as well as “ecological successions and directional processes that directly tie them to Darwinian evolution.” He advises his colleagues “to encourage policy makers to use exergy analyses on future energy development projects.”
Symposium organizer George Hatsopoulos wraps up by noting “that as far as I know in thermodynamics, there is no statement that says the Second Law implies the increase of entropy. The Second Law only says that the entropy cannot decrease, but there’s nothing wrong with entropy staying put.” We have evidence that in some cases it appears the entropy increases, but that’s not the “Second Law.”
Link this pageWould you like to put a link to this lecture on your homepage?
Go ahead! Copy the HTML snippet !