Article
Disorder - A Cracked Crutch for Supporting Entropy Discussions
Purchase the full-text
- PDF/HTML,
figures/images,
references and tables,
(where available)
Abstract
To aid students in visualizing an increase in entropy, many elementary chemistry texts use artists' before-and-after drawings of groups of "orderly" molecules that become "disorderly". This seems to be a useful visual support, but it can be so misleading as actually to be a failure-prone crutch. Ten examples illustrate the problem.Entropy is not disorder, not a measure of chaos, not a driving force. Energy's diffusion or dispersal to more microstates is the driving force in chemistry. Entropy is the measure or index of that dispersal. In thermodynamics, the entropy of a substance increases when it is warmed because more thermal energy has been dispersed within it from the warmer surroundings. In contrast, when ideal gases or liquids are allowed to expand or to mix in a larger volume, the entropy increase is due to a greater dispersion of their original unchanged thermal energy. From a molecular viewpoint all such entropy increases involve the dispersal of energy over a greater number, or a more readily accessible set, of microstates. Frequently misleading, order-disorder as a description of entropy change is also an anachronism. It should be replaced by describing entropy change as energy dispersal--from a molecular viewpoint, by changes in molecular motions and occupancy of microstates.
Keywords (Audience):
High School / Introductory ChemistryKeywords (Pedagogy):
Misconceptions / Discrepant EventsKeywords (Subject):
ThermodynamicsCiting Articles
Citation data is made available by participants in CrossRef's Cited-by Linking service. For a more comprehensive list of citations to this article, users are encouraged to perform a search in SciFinder.
This article has been cited by 23 ACS Journal articles (5 most recent appear below).

The Misinterpretation of Entropy as “Disorder”
Frank L. LambertJournal of Chemical Education2012 Article ASAPThe Misinterpretation of Entropy as “Disorder”
Frank L. LambertJournal of Chemical Education2012 Article ASAPThis letter supports the goal of the article “Entropy: Order or Information” (DOI: 10.1021/ed100922x), showing that the article’s presentation only of Shannon’s measure of information can be strengthened by linking it to energy-based thermodynamics in ...

The Statistical Interpretation of Classical Thermodynamic Heating and Expansion Processes
Stephen F. CartierJournal of Chemical Education2011 88 (11), 1531-1537The Statistical Interpretation of Classical Thermodynamic Heating and Expansion Processes
Stephen F. CartierJournal of Chemical Education2011 88 (11), 1531-1537A statistical model has been developed and applied to interpret thermodynamic processes typically presented from the macroscopic, classical perspective. Through this model, students learn and apply the concepts of statistical mechanics, quantum mechanics, ...

Melding Two Approaches to Entropy
Harvey S. Leff, Frank L. LambertJournal of Chemical Education2010 87 (2), 143-143Melding Two Approaches to Entropy
Harvey S. Leff, Frank L. LambertJournal of Chemical Education2010 87 (2), 143-143

An Integrated, Statistical Molecular Approach to the Physical Chemistry Curriculum
Stephen F. CartierJournal of Chemical Education2009 86 (12), 1397An Integrated, Statistical Molecular Approach to the Physical Chemistry Curriculum
Stephen F. CartierJournal of Chemical Education2009 86 (12), 1397As an alternative to the "thermodynamics first" or "quantum first" approaches to the physical chemistry curriculum, the statistical definition of entropy and the Boltzmann distribution are introduced in the first days of the course and the entire two-...

Overcoming Misconceptions about Configurational Entropy in Condensed Phases
Evguenii I. KozliakJournal of Chemical Education2009 86 (9), 1063Overcoming Misconceptions about Configurational Entropy in Condensed Phases
Evguenii I. KozliakJournal of Chemical Education2009 86 (9), 1063Configurational and thermal entropy yield identical numerical values for ΔS only when the system's "dimensionless" energy gaps (Δε /kT ) between the accessible quantized energy levels are minimized by temperature to nearly infinitesimal values so that the ...
Tools
-
Add to Favorites
-
Download Citation
-
Email a Colleague -
Permalink
Order Reprints
Rights & Permissions
Citation Alerts
History
- Received: August 03, 2009
Cart

ACS
Network






