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Geometrical simplification of the dipole-dipole interaction formula

机译:偶极-偶极相互作用公式的几何简化

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Many students meet dipole-dipole potential energy quite early on when they are taught electrostatics or magnetostatics and it is also a very popular formula, featured in encyclopedias. We show that by a simple rewriting of the formula it becomes apparent that, for example, by reorienting the two dipoles, their attraction can become exactly twice as large. The physical facts are naturally known, but the transformation presented seems to underline the geometrical features in a rather unexpected way. The consequence of the features discussed is the so-called magic angle which appears in many applications. The present discussion contributes to an easier introduction of this feature. We also discuss the possibility of designing educational toys and try to suggest why this formula has not been written down frequently before this work. A similar transformation is also possible for the field of a single dipole. In this case we found one such formula on the Web, but we could not find any published detailed discussion for this case either.
机译:许多学生在学习静电或静磁时就很早就达到了偶极-偶极势能,这也是百科全书中非常流行的公式。我们表明,通过简单地重写公式,很明显的是,例如,通过重新定向两个偶极子,它们的引力可以恰好变成原来的两倍。物理事实是自然已知的,但是所呈现的变换似乎以相当出乎意料的方式突显了几何特征。所讨论的特征的结果是在许多应用中出现的所谓的魔角。本讨论有助于更轻松地介绍此功能。我们还将讨论设计益智玩具的可能性,并尝试提出为什么在进行这项工作之前没有经常写下该公式的原因。对于单个偶极子场,类似的变换也是可能的。在这种情况下,我们在Web上找到了一个这样的公式,但是我们也找不到针对这种情况的任何已发布的详细讨论。

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