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An Elementary Treatment of the Lambert-W Relation

机译:Lambert-W关系的基本处理

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© 2023 The Mathematical Association of America.Summary: In this discussion, we introduced the Lambert-W relation, how to solve equations that are solvable via this relation and not solvable otherwise, discussed how to numerically calculate values, how to generate the real and imaginary parts of W for which have sufficiently negative or complex arguments. We then gave a brief insight into one of the physical applications of the Lambert-W relation that is used in fluid mechanics. Although one could introduce several new functions into the algebraic toolbox for those exploring mathematics, we have demonstrated that the Lambert-W relation is one that can easily be adapted into the toolbox of elementary-level mathematics students.
机译:© 2023 The Mathematical Association of America.Summary:在本次讨论中,我们介绍了 Lambert-W 关系,如何求解可通过该关系求解而无法通过此关系求解的方程,讨论了如何数值计算,如何生成 W 的实部和虚部,这些部分具有足够的负或复杂参数。然后,我们简要介绍了流体力学中使用的 Lambert-W 关系的物理应用之一。虽然对于那些探索数学的人来说,可以在代数工具箱中引入几个新函数,但我们已经证明,Lambert-W关系可以很容易地适应小学数学学生的工具箱。

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