Mathematical problem science popularization equipment

Abstract

The invention discloses mathematical problem science popularization equipment. A liquid soap bucket is arranged on the exhibition stand. The liquid soap is accommodated in the liquid soap bucket. Theprop models include an upper plate body, a lower plate body and multiple connecting columns. The upper plate body and the lower plate body are arranged in parallel. Multiple connecting columns are arranged between the upper plate body and the lower plate body and are perpendicular to the upper plate body. The upper plate body is made of transparent material, and a handle is arranged at the top ofthe upper plate body. According to the mathematical problem science popularization equipment through optimization design, the design is reasonable, the prop models are immersed into the liquid soap bucket and the soap liquid film can be formed between the guide columns of the two plate bodies by using the liquid tension of the liquid soap, the shortest path between multiple connecting columns canbe observed directly and thus science popularization of the mathematical problem can be realized.

Description

technical field [0001] The invention relates to the technical field of scientific and technological exhibits, in particular to a popular science equipment for mathematical problems. Background technique [0002] There should be a point inside the triangle. The sum of the distances from this point to the three vertices of the triangle is the shortest. Where is this point? In the 17th century, the French mathematician Fermat wrote to the Italian mathematician Torricelli to raise this question, and Torricelli quickly answered it, and this point has since been called the "Fermat point". The 19th-century Swiss mathematician Steiner raised a more complicated question on this basis: Given the locations of n villages, what is the minimum road length that needs to be built to connect them all? This problem is known as the Steiner "minimum tree" problem. For such complex mathematical problems, it is relatively abstract, and it is difficult to achieve the ideal popularization effect ...

AI Technical Summary

Problems solved by technology

The 19th-century Swiss mathematician Steiner raised a more complicated question on this basis: Given the locations of n villages, what is the minimum road length that needs to be built to connect them all? This problem is known as the Steiner "minimum tree" problem

For such complex mathematical problems, it is relatively abstract, and it is difficult to achieve the ideal popularization effect by using text and pictures.

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