微分代数方程建模语言的分类

Francis Lorenz
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引用次数: 1

摘要

可以为建模语言定义几个方面。本文建立了三个重要的概念:•学科:指定科学的哪个领域可以被表示。范式:陈述语言的主要数学特征。•建模级别:限定表示的语义基础。因此,建模语言可以在三轴视图中定位,从而产生对其应用范围的清晰而明确的表达。在建模语言中没有绝对的“最佳”选择。任何模拟专家都必须了解不同形式的特点,以便能够选择适合任何特定问题的形式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A classification of modelling languages for differential-algebraic equations

Several aspects can be defined for modelling languages. This paper establishes three important concepts:

  • Discipline: specifies which domain(s) of science can be represented.

  • Paradigm: states the main mathematical characteristics of the language.

  • Modelling level: qualifies the semantic basement of the representation.

Modelling languages can thus be positioned in a three-axis view, yielding a clear and unambiguous expression of their application scope. There is no absolute “best” choice among the modelling languages. Any simulation specialist must be aware of the characteristics of the different formalisms to be able to select the one that fits any particular problem.

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