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Solving a problem by using what you know: a physicist looks at a problem in ecology

机译:通过使用已知的知识来解决问题:物理学家着眼于生态学中的问题

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Two philosophical ideas motivate this paper. The first is an answer to the question of what is an appropriate activity for a physicist. My answer is that an appropriate activity is anything where the tools of a physicist enable him or her to make a contribution to the solution of a significant problem. This may be obvious in areas that overlap physics (e.g. chemistry, engineering, geology) but also true in any endeavour where mathematical modelling may contribute insight to the solution of problems (e.g. timing of traffic lights, efficient ways to seat passengers on airplanes, whether it is better to walk or run in a rain shower). The second idea concerns an approach to problem solving. Before some people try to solve a problem, they think they first must learn everything that is known about the subject. However, sometimes an effective approach is to declare, ‘I'm going to solve this problem with what I know now!' I see a relationship between this approach and the idea of back-of-the-envelope calculations, which many of us appreciate. Of course there are limitations to this method, but I believe that such an aggressive approach to a problem—uninfluenced by the methods everyone else has used—can be productive. This paper describes such an approach to a real-world problem, using only what is known by the teacher of the introductory, calculus-based physics course. The intent of this paper is to encourage students and teachers of physics to look for unconventional areas, outside of physics, where they might use the techniques they have learned to solve problems
机译:两种哲学思想激发了本文的灵感。首先是对什么是物理学家适当活动的问题的答案。我的回答是,适当的活动是指物理学家的工具使他或她为解决重大问题做出贡献的任何事情。这在物理重叠的领域(例如化学,工程,地质)可能是显而易见的,但在数学建模可以为解决问题做出贡献的任何努力中(例如交通信号灯的定时,在飞机上使乘客乘坐的有效方式,是否最好走路或跑步去冲个雨)。第二个想法涉及解决问题的方法。在某些人试图解决问题之前,他们认为他们首先必须学习关于该主题的所有知识。但是,有时一种有效的方法是声明:“我将用我现在所知道的解决这个问题!”我看到了这种方法与“信封后的计算”思想之间的关系,我们很多人对此表示赞赏。当然,这种方法有局限性,但我认为,这种不受问题影响的积极方法(不受其他所有人使用的方法的影响)可以提高工作效率。本文仅使用介绍性的,基于微积分的物理课程的老师所知道的方法,来描述这种解决实际问题的方法。本文的目的是鼓励物理学的学生和教师寻找物理之外的非常规领域,在这里他们可以使用他们学到的技术来解决问题。

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