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The Kinetic-Molecular and Thermodynamic Approaches to Osmotic Pressure: A Study of Dispute in Physical Chemistry and the Implications for Chemistry Education

avondale-bepress.context-key25424094
avondale-bepress.submission-pathsci_math_papers/109
avondale.affiliatede Berg, Kevin
avondale.departmentScripture, Spirituality and Society Research Centre
avondale.facultyScience
avondale.reporting.isPeerReviewedPeer Reviewed
avondale.reporting.versionPublished Version
dc.contributor.authorde Berg, Kevin C.
dc.date.accessioned2023-11-01T00:33:50Z
dc.date.available2023-11-01T00:33:50Z
dc.date.issued2006-02-01
dc.date.submitted2021-10-14T19:42:47Z
dc.description.abstract<p>Osmotic pressure proves to be a useful topic for illustrating the disputes brought to bear on the chemistry profession when mathematics was introduced into its discipline. Some chemists of the late 19th century thought that the introduction of mathematics would destroy that chemical feeling or experience so necessary to the practice of chemistry. These chemists were critical of the suggestion that mathematically analogous expressions for macroscopic phenomena implied similar kinetic-molecular processes at the microscopic level because they believed that a chemical phenomenon discovered by chemical experience through experiment was a more reliable guide to molecular processes than was mathematics. In general physical chemists of the modern era are also critical of the suggestion that mathematically analogous expressions for macroscopic phenomena imply similar kinetic-molecular processes at the microscopic level but for different reasons. The mathematical analogy between the van't Hoff law and the ideal gas law is regarded as an artefact of the mathematical thermodynamic treatment of osmosis and not as a result of a correlation of kinetic-molecular processes. Some chemists however, albeit a minority, while agreeing with the thermodynamic treatment of osmotic pressure suggest that the mathematical analogy is more significant than being simply a mathematical artefact. They propose a controversial kinetic-molecular model of osmotic pressure which they believe has more educational value than the thermodynamic model. The significance of mathematically analogous expressions for different chemical properties and the desirability of highlighting unifying chemical principles for the teaching and learning of tertiary level chemistry are discussed predominantly in the context of historical osmotic studies. © Springer 2006.</p>
dc.identifier.citation<p>de Berg, K. C. (2006). The kinetic-molecular and thermodynamic approaches to osmotic pressure: A study of dispute in Physical Chemistry and the implications for Chemistry education.<em> Science and Education 15</em>(5),<strong> </strong>495–519. https://doi.or/10.1007/s11191-005-8921-x</p>
dc.identifier.doihttps://doi.org/10.1007/s11191-005-8921-x
dc.identifier.issn0926-7220
dc.identifier.urihttps://research.avondale.edu.au/handle/1897/25424094
dc.language.isoen_us
dc.relation.ispartofScience and Education
dc.rights<p>Due to copyright restrictions this article is unavailable for download.</p> <p>Staff and Students of Avondale may access the full text of this article via Avondale Library PRIMO search <a href="https://avondale-primo.hosted.exlibrisgroup.com/primo-explore/search?vid=AVN">here.</a></p>
dc.subjectDispute
dc.subjectKinetic-molecular
dc.subjectMathematics
dc.subjectOsmotic pressure
dc.subjectTeaching and learning
dc.subjectThermodynamics
dc.subjectUnifying principles
dc.titleThe Kinetic-Molecular and Thermodynamic Approaches to Osmotic Pressure: A Study of Dispute in Physical Chemistry and the Implications for Chemistry Education
dc.typeJournal Article

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