JPH0780097A - Athletic ball - Google Patents

Athletic ball

Info

Publication number
JPH0780097A
JPH0780097A JP25515793A JP25515793A JPH0780097A JP H0780097 A JPH0780097 A JP H0780097A JP 25515793 A JP25515793 A JP 25515793A JP 25515793 A JP25515793 A JP 25515793A JP H0780097 A JPH0780097 A JP H0780097A
Authority
JP
Japan
Prior art keywords
length
regular
ball
regular pentagonal
visibility
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Granted
Application number
JP25515793A
Other languages
Japanese (ja)
Other versions
JP2747645B2 (en
Inventor
Hideomi Shishido
英臣 宍戸
Hisafumi Ikemoto
尚史 池本
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Molten Corp
Original Assignee
Molten Corp
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Molten Corp filed Critical Molten Corp
Priority to JP25515793A priority Critical patent/JP2747645B2/en
Publication of JPH0780097A publication Critical patent/JPH0780097A/en
Application granted granted Critical
Publication of JP2747645B2 publication Critical patent/JP2747645B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Landscapes

  • Synthetic Leather, Interior Materials Or Flexible Sheet Materials (AREA)
  • Professional, Industrial, Or Sporting Protective Garments (AREA)

Abstract

PURPOSE:To provide the athletic ball which is excellent in visibility, and can be looked at clearly from a long way off. CONSTITUTION:This athletic ball consists of a 32-hedral body consisting of 20 pieces of irregular hexagonal faces 6e and 12 pieces of regular pentagonal faces 5e, and is constituted so that each irregular hexagonal face 6e has three sets of parallel short sides E2 and long sides E1 opposed to each other, a side length ratio of the long side E1 to length of its short side E2 is 1:1.1 to 1:1.4, and also, length of each side E1 of the regular pentagonal face 5e is equal to length of the short side E1 of the irregular hexagonal face 6e.

Description

【発明の詳細な説明】Detailed Description of the Invention

【0001】[0001]

【産業上の利用分野】本発明は、ハンドボール、サッカ
ーボール等多角形のパネルの辺同士を縫合わせ又は貼り
合わせて、略球面(正確には多面体)に形成した運動用
ボールであって、その視認性を改善したものに関するも
のである。
BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates to a sports ball such as a handball, a soccer ball, etc., in which the sides of a polygonal panel are sewn or bonded together to form a substantially spherical surface (correctly, a polyhedron). The present invention relates to an improved visibility.

【0002】[0002]

【従来の技術】従来、ハンドボール、サッカーボール等
多角形面の辺同士を継合わせて、略球面(正確には多面
体)に形成した運動用ボールの多面体は、通常、プラト
ンの多面体の一つとして数学的に定義され、正六角形面
6が20枚と正五角形面5が12枚の32面で構成され
ている。図1は正六角形面6jと正五角形面5jとより
なるプラトンの多面体を示したものであるが、サッカー
ボールの場合、多角形を球面に沿わせるため図2のよう
に正六角形面6k、正五角形面5kの各辺が3次元的な
曲線となるようにしている。サッカー競技は広い野外競
技場で行われ、空・観客の服装によっては、ボールの存
在・回転・運動の状態を見え易くするため、ボールの表
面は一般に白色系の人工皮革或いは天然皮革で構成され
ているが、上記要求に対して、前述の正六角形面6kに
デザイン(模様)を施した所謂デザインボールと、正六
角形面6kを白色とし、正五角形面5kを黒色にしたも
のとがある。
2. Description of the Related Art Conventionally, a polyhedron of an exercise ball formed by joining sides of polygonal surfaces such as a handball and a soccer ball into a substantially spherical surface (to be exact, a polyhedron) is usually used as one of the polyhedrons of Plato. It is defined mathematically, and is composed of 20 regular hexagonal faces 6 and 12 regular pentagonal faces 5, 32 faces. FIG. 1 shows a polytonic polyhedron composed of a regular hexagonal surface 6j and a regular pentagonal surface 5j. However, in the case of a soccer ball, a regular hexagonal surface 6k, a regular hexagonal surface 6k Each side of the pentagonal surface 5k is a three-dimensional curve. Soccer games are held in large outdoor stadiums, and the surface of the ball is generally made of white artificial leather or natural leather to make it easier to see the presence, rotation, and movement of the ball, depending on the clothing of the sky and the audience. However, in response to the above requirements, there are so-called design balls in which the regular hexagonal surface 6k is designed (patterned), and those in which the regular hexagonal surface 6k is white and the regular pentagonal surface 5k is black.

【0003】しかしながら、上記2種類のボールのう
ち、後者の正五角形面5kを黒色にしたものは次のよう
な欠点がある。すなわち、正六角形面6kを白色、正五
角形面5kを黒色とした場合、白と黒でメリハリがつく
反面、黒の面積が小さく見え、視認性が十分であると言
えず、特に白い服装の多い夏季では、空中を飛行するボ
ールはプレイヤー,観客共に見え難いと言う問題があ
る。これを解決するために正六角形面6kを黒色、正五
角形面5kを白色としたものは、黒色の占める割合が多
過ぎて、かえって視認性が低下すると言う問題点が生じ
る。この原因は次のように説明することができる。すな
わち、正六角形面6kが20枚であるのに対して、正五
角形面5kが12枚と少なく(正六角形面枚数:正五角
形面枚数=5:3)、且つ正六角形面6kと同一の辺長
で構成される正五角形面5kの面積が小さい(正六角形
面面積:正五角形面面積=2.6:1)ことによる。さらに
詳細に説明すると、ボールの円周は、サッカーボール及
びハンドボールは国際規則によって、表1に示すように
規定されている。
However, of the above two types of balls, the latter one in which the regular pentagonal surface 5k is black has the following drawbacks. That is, when the regular hexagonal surface 6k is white and the regular pentagonal surface 5k is black, the black and white areas are sharp, but the black area looks small and it cannot be said that the visibility is sufficient. In the summer, there is a problem that the ball flying in the air is difficult for both the player and the audience to see. In order to solve this problem, if the regular hexagonal surface 6k is black and the regular pentagonal surface 5k is white, there is a problem that the ratio of black occupies too much and the visibility deteriorates. The cause of this can be explained as follows. That is, the number of regular hexagonal surfaces 6k is 20, but the number of regular pentagonal surfaces 5k is as small as 12 (the number of regular hexagonal surfaces: the number of regular pentagonal surfaces = 5: 3), and the same side as the regular hexagonal surface 6k. This is because the area of the regular pentagonal surface 5k composed of the length is small (regular hexagonal surface area: regular pentagonal surface area = 2.6: 1). Explaining in more detail, the circumference of the ball is defined by the international rules for soccer balls and handballs as shown in Table 1.

【0004】[0004]

【表1】 [Table 1]

【0005】そのため、プラトンの多面体で構成された
従来の32面体のボールは、メーカーによって若干の差
はあり、例えば、サッカーボールの5号サイズは、その
正五角形面5k或いは正六角形面6kの一辺が、それぞ
れ概ね縫ボールで42〜44mm、貼りボールで44〜
46mmの範囲内にあり、上記のように視認性の面で問
題があった。
Therefore, the conventional 32-sided ball composed of the polyhedron of Plato has a slight difference depending on the manufacturer. For example, the size 5 of a soccer ball has one side of its regular pentagonal surface 5k or regular hexagonal surface 6k. However, the sewing balls are 42 to 44 mm, and the pasted balls are 44 to 44 mm.
It was in the range of 46 mm, and there was a problem in terms of visibility as described above.

【0006】[0006]

【発明が解決しようとする課題】解決しようとする問題
点は、上記従来の正六角形面6kを白色に、正五角形面
5kを黒色にした運動用ボールは、黒色の部分の面積が
小さく見え、視認性が不十分で、その存在・回転・運動
の状態が遠くから見え難いことである。
The problem to be solved by the present invention is that in the conventional exercise ball in which the regular hexagonal surface 6k is white and the regular pentagonal surface 5k is black, the black area looks small. The visibility is insufficient, and its presence, rotation, and motion status are difficult to see from a distance.

【0007】[0007]

【課題を解決するための手段】図3乃至図5を参考に説
明する。本発明は、20枚の変則六角形面6e及び12
枚の正五角形面5eとよりなる32面体よりなり、前記
各変則六角形面6eが3組の相対する平行な短辺E2
び長辺E1 を持ち、その短辺E2 の長さに対する長辺E
1 の辺長比が 1:1.1〜1:1.4 であり、且つ前
記正五角形面5eの各辺F1 の長さが前記変則六角形面
6eの長辺E1 の長さに等しいことを特徴とするもので
ある。
The means for solving the problems will be described with reference to FIGS. The present invention includes 20 irregular hexagonal surfaces 6e and 12
The irregular hexagonal surface 6e has three pairs of parallel short sides E 2 and long sides E 1 which correspond to the length of the short side E 2 . Long side E
1 has a side length ratio of 1: 1.1 to 1: 1.4, and the length of each side F 1 of the regular pentagonal surface 5e is equal to the length of the long side E 1 of the irregular hexagonal surface 6e. It is characterized by equality.

【0008】[0008]

【実施例】実施例について説明すると、多角形面の辺同
士を縫い合わせたり、貼り合わせたりして継合わせ、略
球面(正確には多面体)に形成した運動用ボールの多面
体を次のように構成してある。すなわち、6eは20枚
の白色変則六角形面であって、相対する平行な3組のそ
れぞれ短辺E2 と長辺E1 との長さの比を、短辺E2
長さ:長辺E1 の長さ=1:1.1〜1.4 にするこ
とによって、面積を従来の正六角形面6kに比べて小さ
くしてある。5eは12枚の黒色正五角形面であって、
その辺E1 の長さを変則正六角形面6eの長辺E1 に等
しくすることによって、面積を従来の正五角形面5kに
比べて大きくしてある(図3及び図4参照、二点鎖線は
従来の辺、太線は本発明の辺を示す)。しかも、変則六
角形面6e、正五角形面5eの枚数はそれぞれ従来の正
六角形面6k,正五角形面5kの枚数と同一であって、
しかも、従来の正五角形面5kの全面積に対する本発明
の正五角形面5eの全面積に対する増加量は、従来の正
六角形面6kの全面積に対する本発明の変則六角形面6
eの全面積に対する減少に等しくしてあるため、ボール
全体としては、面積は変化せず、図5に示すように、ボ
ールの真球性はそのまま保持される。
[Examples] Explaining examples, the sides of polygonal surfaces are sewn together or pasted together to form a polyhedron of an exercise ball formed into a substantially spherical surface (correctly, polyhedron) as follows. I am doing it. That, 6e is a white irregular hexagonal surface of 20 sheets, each of the opposing parallel three sets the ratio of the length of the short side E 2 and the long E 1, the short side E 2 Length: Length By setting the length of the side E 1 to 1: 1.1 to 1.4, the area is made smaller than that of the conventional regular hexagonal surface 6k. 5e is 12 black regular pentagonal surfaces,
By equalizing the length of the side E 1 in the long side E 1 of irregular regular hexagonal surface 6e, it is made larger than the conventional regular pentagon surface 5k area (see FIGS. 3 and 4, two-dot chain line Indicates the conventional side, and the thick line indicates the side of the present invention). Moreover, the numbers of the irregular hexagonal surface 6e and the regular pentagonal surface 5e are the same as the numbers of the conventional regular hexagonal surface 6k and the regular pentagonal surface 5k, respectively,
Moreover, the amount of increase with respect to the total area of the regular pentagonal surface 5e of the present invention with respect to the total area of the conventional regular pentagonal surface 5k is the irregular hexagonal surface 6 of the present invention with respect to the total area of the conventional regular hexagonal surface 6k.
Since e is made equal to the decrease with respect to the total area, the area of the ball as a whole does not change, and as shown in FIG.

【0009】作用について説明すると、従来の5号サッ
カーボールと同じ大きさのボールについて、変則六角形
面6eの各組の短辺E2 ・長辺E1 の比を変化させたも
のを使って試技し、遠方から観察した時の視認性を調査
した。その結果を表2に示す。
To explain the operation, a ball having the same size as the conventional No. 5 soccer ball is obtained by changing the ratio of the short side E 2 and the long side E 1 of each set of the irregular hexagonal surface 6e. We tried the technique and investigated the visibility when observed from a distance. The results are shown in Table 2.

【0010】[0010]

【表2】 [Table 2]

【0011】なお、短辺・長辺の長さを比で表現したの
は、メーカー間に辺長差が若干あることを考慮したこと
と、ボールの種類が変わっても(サッカーボール4号、
ハンドボール3号、2号等)、直径が大きく違わない場
合、視認性が比で決まることが確認されていることによ
る。表2から明かなように、視認性においては変則六角
形面6eの短辺E2 対長辺E1 の比が1:1.1以上で
あれば、従来と比べて明確に視認性が向上しているが、
正五角形面5eを拡大した場合、黒色が増加し、逆に視
認性が悪化し、試作D以上の比率では視認性は試作Bよ
り劣り、黒色部分が増し、意匠面の評価が悪化する。以
上の結果から、視認性改良は、短辺E2対長辺E1 の比
1:1.1から1:1.4迄の範囲が適当である。
The lengths of the short side and the long side are expressed as a ratio, considering that there is a slight difference in the side length between manufacturers and even if the type of the ball changes (Soccer Ball No. 4,
It is confirmed that the visibility is determined by the ratio when the diameters of handball No. 3 and No. 2 are not significantly different. As is clear from Table 2, in the visibility, if the ratio of the short side E 2 to the long side E 1 of the irregular hexagonal surface 6e is 1: 1.1 or more, the visibility is clearly improved as compared with the conventional one. But
When the regular pentagonal surface 5e is enlarged, the blackness increases and conversely the visibility deteriorates. At a ratio of the prototype D or more, the visibility is inferior to the prototype B, the black portion increases, and the evaluation of the design surface deteriorates. From the above results, it is appropriate to improve the visibility in the range of the ratio of the short side E 2 to the long side E 1 of 1: 1.1 to 1: 1.4.

【0012】[0012]

【発明の効果】本発明は以上のように構成されるため、
遠距離の視認性が向上し、空・観客の服装に拘らず、ボ
ールの存在・回転・運動の状態が見易くなり、プレイヤ
ーの対応動作も早くなり、キーパーのシュートに対する
反応速度が高まり、競技が白熱化し、著しく面白くなっ
た。
Since the present invention is constructed as described above,
Improves visibility at long distances, makes it easier to see the presence, rotation, and movement of the ball, regardless of the sky and spectator's clothing, and speeds up the player's response action, increasing the reaction speed to the keeper's shots It became incandescent and became very interesting.

【図面の簡単な説明】[Brief description of drawings]

【図1】プラトン多面体を示す正面図である。FIG. 1 is a front view showing a Plato polyhedron.

【図2】従来例のボールを示す正面図である。FIG. 2 is a front view showing a conventional ball.

【図3】本発明の実施例の変則六角形面を示す平面図で
ある。
FIG. 3 is a plan view showing an irregular hexagonal surface of an embodiment of the present invention.

【図4】本発明の実施例の正五角形面を示す平面図であ
る。
FIG. 4 is a plan view showing a regular pentagonal surface of an embodiment of the present invention.

【図5】本発明の実施例を示す正面図である。FIG. 5 is a front view showing an embodiment of the present invention.

【符号の説明】[Explanation of symbols]

5e,5j,5k 正五角形面 6e 変則六角形面 6j,6k 正六角形面 E 正五角形、正六角形の辺の長さ E1 正五角形の辺の長さ、変則正六
角形の長辺の長さ E2 変則正六角形の短辺の長さ
5e, 5j, 5k Regular pentagonal surface 6e Irregular hexagonal surface 6j, 6k Regular hexagonal surface E Regular pentagonal, regular hexagonal side length E 1 Regular pentagonal side length, irregular regular hexagonal long side length E 2 Short side length of irregular regular hexagon

Claims (1)

【特許請求の範囲】[Claims] 【請求項1】 20枚の変則六角形面(6e)及び12
枚の正五角形面(5e)からなる32面体よりなり、前
記各変則六角形面(6e)が3組の相対する平行な短辺
(E2 )及び長辺(E1 )を持ち、その短辺(E2 )の
長さに対する長辺(E1 )の辺長比が 1:1.1〜
1:1.4 であり、且つ前記正五角形面(5e)の各
辺(E1 )の長さが前記変則六角形面(6e)の長辺
(E1 )の長さに等しいことを特徴とする運動用ボー
ル。
1. 20 irregular hexagonal surfaces (6e) and 12
The irregular hexagonal surface (6e) has three pairs of parallel short sides (E 2 ) and long sides (E 1 ) which are parallel to each other. The side length ratio of the long side (E 1 ) to the length of the side (E 2 ) is 1: 1.1 to.
1: 1.4, and the length of each side (E 1 ) of the regular pentagonal surface (5e) is equal to the length of the long side (E 1 ) of the irregular hexagonal surface (6e). And an exercise ball.
JP25515793A 1993-09-17 1993-09-17 Exercise ball Expired - Fee Related JP2747645B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP25515793A JP2747645B2 (en) 1993-09-17 1993-09-17 Exercise ball

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP25515793A JP2747645B2 (en) 1993-09-17 1993-09-17 Exercise ball

Publications (2)

Publication Number Publication Date
JPH0780097A true JPH0780097A (en) 1995-03-28
JP2747645B2 JP2747645B2 (en) 1998-05-06

Family

ID=17274862

Family Applications (1)

Application Number Title Priority Date Filing Date
JP25515793A Expired - Fee Related JP2747645B2 (en) 1993-09-17 1993-09-17 Exercise ball

Country Status (1)

Country Link
JP (1) JP2747645B2 (en)

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
NL1006300C2 (en) * 1997-06-12 1998-12-15 Pieter Huybers Outer ball with inflatable inner ball for sports purposes
US6988969B2 (en) 2002-04-24 2006-01-24 Nike, Inc. Game ball with bridged panels

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
NL1006300C2 (en) * 1997-06-12 1998-12-15 Pieter Huybers Outer ball with inflatable inner ball for sports purposes
US6988969B2 (en) 2002-04-24 2006-01-24 Nike, Inc. Game ball with bridged panels

Also Published As

Publication number Publication date
JP2747645B2 (en) 1998-05-06

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