A method of measuring a length, an area, and a volume using a weight ratio (herein, a square centimeter is indicated as a cm2, and a cubic centimeter is indicated as a cm3)

Abstract

To provide a measuring method of a definite value calculation form which does not use irrational numbers from the beginning and is simple and easy to understand.SOLUTION: A weight of arbitrary materials g / cm3 or a weight of 1cm * 1cm * 10cm is prepared, and a straight line, a curved line, a ring, or the like of the same materials of 1cm * 1cm * arbitrary length is prepared. The length of a line or a circle of an irrational number definition value, or even an area value and a volume value can be converted into all real numbers by calculating a weight ratio with a weight by using a precision electronic balance or the like.SELECTED DRAWING: Figure 5

Description

[Technical Field]

[0001] The present invention relates to the precise measurement of length, area and volume using weight ratios. and on unprecedented fictitious units of measurement. [Background technology]

[0002] TIFF2026008541000002.tif13156 calculation format was used. [Prior art documents] [Patent documents]

[0003] [Patent Document 1] Japanese Patent Application Laid-Open No. 2005-28334

[0004] [Patent Document 2] Japanese Patent Publication No. 2023-087611 [Non-patent literature]

[0005] [Non-Patent Document 1] "Visualization of evaporation using a precision electronic balance," by Akihiro Yamaguchi, Science and Education, Vol. 66, No. 11, 2018, p. 540, Photo 1

[0006] [Non-patent document 2] "Textbook Perfect Training Mathematics 3rd Year Keiryukan Edition Future Expanding Mathematics Fully Compliant", Shinko Publishing, p.150, Ratio of the Length of the Three Sides of a Triangle Ruler

[0007] [Non-patent document 3] "A book that makes it easy to understand how to draw blueprints", JMAM Publishing, February 5, 2023, p. 28, Figure 1.4 Drafter Summary of the Invention [Problem to be solved by the invention]

[0008] Even if we assume that the ruler has markings the size of atoms, the answer we used would penetrate the size of an atom before reaching ten decimal places, and would give an infinitesimal number that is different from a real number and whose value continues to move, which is impossible in reality.

[0009] Before introducing TIFF2026008541000003.tif12154, the wire is volumeted to 1cm x 1cm x any value cm, and the area is volumeted by adding a thickness of 1cm using the same material as the weight. The values ​​of length, area, and volume are determined by precise weight ratios using this invention, which utilizes a precision electronic balance. The goal is to implement a simple and easy-to-understand fixed value calculation method that does not use irrational numbers from the start. [Means for solving the problem]

[0010] Whenever possible, avoid weights with a specific gravity of irrational numbers, such as 7.849999, and choose weights with real values. Alternatively, cast materials such as recycled glass that do not have irrational specific gravities and measure the weight ratio. For materials that are expressed as irrational numbers, use a precision weighing scale or similar to determine the number of decimal places to measure the weight ratio. [Effects of the Invention]

[0011] The irrational part of the hypothetical value can be converted to a real number, and the circumference TIFF2026008541000004.tif13149

[0012] Furthermore, by using a weight in g / cm3 of any material, it will create a culture of using a new concept of dividing the weight of any heavy object by the g / cm3 of any material and expressing it in cm, which will be a catalyst for the advancement of mathematical societies and the scientific community. [Brief explanation of the drawings]

[0013] [Figure 1] A 1 / 3 elevational view of a precision weighing scale from the front, showing the flow of a simple method for implementing the present invention. [Figure 2] A front elevation view 2 / 3 showing the flow of a simple method of implementing the present invention using the precision weighing scale. [Figure 3] A front elevation view 3 / 3 showing the flow of a simple method of implementing the present invention using the precision weighing scale. [Figure 4] An example of an embodiment of the present invention using the same precision weighing scale and the same material as the weight, front elevation view 1 / 4 [Figure 5] An example of an embodiment of the present invention using the same precision weight scale and the same material as the weight, front elevation view 2 / 4 [Figure 6] An example of an embodiment of the present invention using the same precision weight scale and the same material as the weight, front elevation view 3 / 4 [Figure 7] An example of an embodiment of the present invention using the same precision weight scale and the same material as the weight, front elevation view 4 / 4 DETAILED DESCRIPTION OF THE INVENTION

[0014] Hereinafter, an embodiment of the present invention will be described with reference to Figs. 1 and 2. (The weight ratio meter described in this specification is a fictitious device used to easily explain the present invention.)

[0015] In the figure, 1 is a digital weight display meter, which displays the weight value of the comparative weight object transferred to the digital weight display meter 1 after the weight / specific gravity, weight / weight, and ratio measurement switch 5 in Figure 2 is operated. The weight / weight is displayed as a multiplier on the digital weight magnification display meter 6.

[0016] The weight of any heavy object can be expressed as its length using the following formula:

[0017] [Math 1] How to express the weight of an arbitrary heavy object as length = Weight of arbitrary heavy object ÷ g / cm3 of arbitrary reference material (If the reference weight is in the shape of a pillar, such as a square pillar or cylinder, it does not need to be in g / cm3; you can also use a 10cm long pillar weight for multiplication. kg / m is also acceptable. This can be applied to both area and volume.) [Industrial Applicability]

[0018] By using the present invention, the mass magnification can be easily determined, which is useful for determining the purity of ore and the presence of impurities by using a weight of pure mineral and a precise weight ratio. [Explanation of symbols]

[0019] 1 digital weight display 2 Numeric keypad for weight change processing 3 Clear button 4 Confirm button 5 Weight / specific gravity, weight / weight, ratio measurement switches 6 Digital weight multiplier display (The drawing shows cm for illustrative purposes only)

Claims

1. As a standard weight for measuring length, a pure mineral g / cm3 weight with a specific gravity that does not result in irrational numbers, or a cylindrical weight with the same specifications, such as 1cm x 1cm x 10cm, is prepared. Lines, curves, and loops that have previously been expressed as irrational numbers (cm) are fleshed out (volumeized) and cast to the desired length using the same material as the weight. The weight ratio of the g / cm3 weight or 1cm x 1cm x 10cm weight to the cast comparison object is measured. The weight ratio can be used as the length multiplier of the weight to define the length of the comparison object. Furthermore, even if the weight ratio is calculated between a weight and an arbitrary weight object made of a different material, the weight ratio can be defined as the length, allowing for a new mass multiplier expression. This method of measuring length, area, and volume using weight ratios.

2. To measure area, prepare a 10cm x 10cm x 1cm square plate weight of pure mineral, whose specific gravity does not produce irrational numbers, as a standard weight. The circular area, calculated using the irrational number pi, is then filled with 1cm of the same material as the weight and cast into a disk. The weight ratio between the square plate weight and the cast comparison object is measured. The area of ​​the comparison object can be defined as the weight ratio multiplied by the volume (area) of the weight. Furthermore, even if the weight ratio between the weight and an arbitrary weight object made of a different material is calculated, the weight multiplier can be used to express the area as a mass multiplier. This method of measuring length, area, and volume using weight ratios.

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