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  1. Structural analogies between physical systems.Peter Kroes - 1989 - British Journal for the Philosophy of Science 40 (2):145-154.
    Structural analogies between physical laws have received considerable attention from philosospheres of science. This paper, however, focusses on structural analogies between physical systems; this type of analogy plays an important role in the physical and technological sciences. A formal, set-theoretic description of structural analogies between physical systems is presented, and it is shown that a structural analogy between systems does not require a structural analogy with regard to the laws involved, nor conversely.
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  • Idealized laws, antirealism, and applied science: A case in hydrogeology.K. S. Shrader-Frechette - 1989 - Synthese 81 (3):329 - 352.
    When is a law too idealized to be usefully applied to a specific situation? To answer this question, this essay considers a law in hydrogeology called Darcy''s Law, both as it is used in what is called the symmetric-cone model, and as it is used in equations to determine a well''s groundwater velocity and hydraulic conductivity. After discussing Darcy''s law and its applications, the essay concludes that this idealized law, as well as associated models and equations in hydrogeology, are not (...)
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  • W. J. M. Rankine and the Rise of Thermodynamics.Keith Hutchison - 1981 - British Journal for the History of Science 14 (1):1-26.
    In the history of thermodynamics, two dates stand out as especially important: 1824, when Sadi Carnot's brilliant memoirRéflexions sur la puissance motrice du feuappeared in print; and 1850, when Rudolf Clausius published his similarly titled paper ‘Ueber die bewegende Kraft der Wärme’. In this paper Clausius narrowly beat the Scottish physicist William Thomson to the solution of a puzzle which had been highlighted in the latter's recent publications: how could Carnot's theory, with all its intellectual attractions, be reconciled with the (...)
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  • The Representation of Physical Quantities in Eighteenth-Century Mathematical Physics.J. Ravetz - 1961 - Isis 52:7-20.
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