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Identifying adequate models in physico-mathematics: Descartes' analysis of the rainbow

机译:识别物理数学中的适当模型:笛卡尔对彩虹的分析

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摘要

The physico-mathematics that emerged at the beginning of the seventeenth century entailed the quantitative analysis of the physical nature with optics, meteorology and hydrostatics as its main subjects. Rather than considering physico-mathematics as the mathematization of natural philosophy, it can be characterized it as the physicalization of mathematics, in particular the subordinate mixed mathematics. Such transformation of mixed mathematics was a process in which physico-mathematics became liberated from Aristotelian constraints. This new approach to natural philosophy was strongly influenced by Jesuit writings and experimental practices. In this paper we will look at the strategies in which models were selected from the mixed sciences, engineering and technology adequate for an analysis of the specific phenomena under investigation. We will discuss Descartes’ analysis of the rainbow in the eight discourse of his Meteorology as an example of carefully selected models for physico-mathematical reasoning. We will further demonstrate that these models were readily available from Jesuit education and literature.
机译:十七世纪初出现的物理数学要求以光学,气象学和静水力学为主要主题对物理性质进行定量分析。与其将物理数学视为自然哲学的数学化,不如将其视为数学的物理化,特别是从属混合数学。混合数学的这种转变是一个物理数学从亚里士多德的约束中解放出来的过程。这种新的自然哲学方法受到耶稣会的著作和实验实践的强烈影响。在本文中,我们将研究从混合科学,工程和技术中选择模型的策略,这些模型足以分析所研究的特定现象。我们将在笛卡尔的气象学八章中讨论笛卡尔对彩虹的分析,以作为精心挑选的物理数学推理模型的一个例子。我们将进一步证明这些模型可以从耶稣会的教育和文献中轻松获得。

著录项

  • 作者

    Heeffer Albrecht;

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  • 年度 2013
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  • 原文格式 PDF
  • 正文语种 eng
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