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425M60000008023
平成二十五年総務省令第二十三号
消防用ホースに使用する差込式又はねじ式の結合金具及び消防用吸管に使用するねじ式の結合金具の技術上の規格を定める省令
消防法(昭和二十三年法律第百八十六号)第二十一条の十六の三第一項の規定に基づき、消防用ホースに使用する差込式又はねじ式の結合金具及び消防用吸管に使用するねじ式の結合金具の技術上の規格を定める省令を次のように定める。
目次
第一章 総則
(第一条―第二条)
第二章 消防用結合金具
(第三条―第二十条)
第三章 大容量泡放水砲用差込式結合金具
(第二十一条―第二十二条)
第四章 大容量泡放水砲用ねじり式結合金具
(第二十三条―第二十七条)
第五章 雑則
(第二十八条)
附則
第一章 総則
(趣旨)
第一条
この省令は、消防用ホースに使用する差込式又はねじ式の結合金具及び消防用吸管に使用するねじ式の結合金具の技術上の規格を定めるものとする。
(用語の意義)
第二条
この省令において、次の各号に掲げる用語の意義は、当該各号に定めるところによる。
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一
消防用結合金具
消防用ホース(消防用ホースの技術上の規格を定める省令(平成二十五年総務省令第二十二号。以下「ホース規格省令」という。)第二条第一号に規定するものをいう。以下「ホース」という。)又は消防用吸管(消防用吸管の技術上の規格を定める省令(昭和六十一年自治省令第二十五号。以下「吸管規格省令」という。)第二条第一号に規定するものをいう。以下「吸管」という。)を他のホース又は吸管、動力消防ポンプ(動力消防ポンプの技術上の規格を定める省令(昭和六十一年自治省令第二十四号。以下「動力消防ポンプ規格省令」という。)第二条第一号に規定するものをいう。)等と結合するために、ホース又は吸管の端部に装着する金具をいう。
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二
かん合部
消防用結合金具同士をかん合する部分をいう。
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三
装着部
ホース又は吸管を装着する部分をいう。
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四
差込式結合金具
差込みの方法によりかん合する消防用結合金具をいう。
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五
ねじ式結合金具
ねじによりかん合する消防用結合金具をいう。
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六
大容量泡放水砲用差込式結合金具
差込式結合金具のうち、大容量泡放水砲用防災資機材等(石油コンビナート等災害防止法施行令(昭和五十一年政令第百二十九号)第十三条第三項に規定するものをいう。次号において同じ。)としての用途にのみ用いられる、大容量泡放水砲用ホース(ホース規格省令第二条第四号に規定するものをいう。以下「大容量ホース」という。)を差込みの方法により他の大容量ホース、大容量泡放水砲用ポンプ自動車(動力消防ポンプ規格省令第二条第四号に規定するものをいう。次号において同じ。)、大容量泡放水砲用可搬消防ポンプ(動力消防ポンプ規格省令第二条第五号に規定するものをいう。次号において同じ。)等と結合するために、大容量ホースの端部に装着する金具をいう。
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七
大容量泡放水砲用ねじり式結合金具
ねじ式結合金具のうち、大容量泡放水砲用防災資機材等としての用途にのみ用いられる、大容量ホース又は大容量吸管(吸管規格省令第二条第二号に規定するものをいう。以下「大容量吸管」という。)をねじる方法により他の大容量ホース又は大容量吸管、大容量泡放水砲用ポンプ自動車、大容量泡放水砲用可搬消防ポンプ等と結合するために、大容量ホース又は大容量吸管の端部に装着する金具をいう。
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八
呼び径
大容量泡放水砲用差込式結合金具又は大容量泡放水砲用ねじり式結合金具のかん合部の設計された内径(単位 ミリメートル)をいう。
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九
使用圧
設計された常用最高使用水圧(単位 メガパスカル)をいう。
第二章 消防用結合金具
(区分)
第三条
消防用結合金具(大容量泡放水砲用差込式結合金具及び大容量泡放水砲用ねじり式結合金具を除く。以下この章において同じ。)は、次のとおり区分する。
かん合部
用途
呼称
差込式
ホース用
七十五
六十五
五十
四十
三十
二十五
ねじ式
ホース用
百五十
百二十五
百
九十
七十五
六十五
五十
四十
三十
二十五
二十
吸管用
百五十
百四十
百二十五
百十五
百
九十
七十五
六十五
五十
四十
二十五
(一般構造)
第四条
消防用結合金具の構造は、次に定めるところによらなければならない。
-
一
水流による摩擦損失の少ない構造であること。
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二
均一で良質な材料が用いられていること。
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三
装着部は、堅固なものであり、装着したホース又は吸管が離脱しにくい構造であること。
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四
人の触れるおそれのある部分は、面取、バリの除去等の危険防止のための措置が講じられたものであること。
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五
機能を損なうおそれのある附属装置が設けられていないこと。
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六
異種の金属が接する部分は、腐食を防止する処理が講じられたものであること。
(材質)
第五条
消防用結合金具の部品又は部分で、次の表の上欄に掲げるものに用いる材料は、それぞれ同表の下欄に掲げるもの又は産業標準化法(昭和二十四年法律第百八十五号)第二十条第一項に定める日本産業規格(以下「JIS」という。)Z 二二〇一で定める方法により採取した四号試験片(つめバネにあっては五号試験片とする。)を用いてJIS Z 二二四一により試験を行った場合、引張り強さ及び伸びが同表の下欄に掲げるものと同等以上の強度を有するものでなければならない。
部品又は部分
材料
差し金具
JIS H 四〇八〇(アルミニウム及びアルミニウム合金継目無管)
受け金具
JIS H 四一〇〇(アルミニウム及びアルミニウム合金の押出形材)
押し輪
JIS H 五一二〇(青銅鋳物及びシルジン青銅鋳物)
しめ輪
JIS H 五一二一(青銅連続鋳物及びシルジン青銅連続鋳物)
装着部
JIS H 五二〇二(アルミニウム合金鋳物)
つめ
JIS H 五一二〇(青銅鋳物)
JIS H 五一二一(青銅連続鋳物)
つめばね
JIS G 四三一三(ばね用ステンレス鋼帯)
JIS G 四三一四(ばね用ステンレス鋼線)
JIS H 三一一〇(リン青銅及び洋白の板並びに条)
JIS H 三一三〇(ばね用ベリリウム銅、リン青銅及び洋白の板並びに条)
しめ輪の抜け止め部品
JIS G 四三〇八(ステンレス鋼線材)
JIS H 三二六〇(銅及び銅合金の線)
JIS H 四〇八〇(アルミニウム及びアルミニウム合金継目無管)
JIS H 五一二〇(青銅鋳物)
JIS H 五一二一(青銅連続鋳物)
2
消防用結合金具に用いるパッキンの材料は、次の表の上欄に掲げる項目に応じ同表の中欄に掲げる測定方法により測定した値が、同表の下欄に掲げる範囲内又はこれと同等以上の性能を有するものでなければならない。
この場合において、耐油性及び耐老化性における試験温度及び試験時間は、それぞれ摂氏百度及び七十時間とする。
項目
測定方法
範囲
引張強さ(単位 メガパスカル)
JIS K 六二五一
十以上
伸び(単位 パーセント)
JIS K 六二五一
五百以上(差込式結合金具)
百以上(ねじ式結合金具)
硬さ
JIS K 六二五三
三十五以上四十五以下(差込式結合金具)
七十五以上八十五以下(ねじ式結合金具)
耐油性
体積変化率(単位 パーセント)
JIS K 六二五八ナンバー三油
プラス五十以上プラス百二十以下(差込式結合金具)
プラス二十以上プラス八十以下(ねじ式結合金具)
JIS K 六二五八ナンバー一油
マイナス十以上プラス十五以下(差込式結合金具)
マイナス五以上プラス十以下(ねじ式結合金具)
耐老化性
引張強さ変化率(単位 パーセント)
JIS K 六二五七
マイナス十五以内
伸び変化率(単位 パーセント)
JIS K 六二五七
マイナス四十以内
硬さ変化
JIS K 六二五七
プラス十五
(表示)
第六条
消防用結合金具には、次に掲げる事項を容易に消えないように表示しなければならない。
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一
製造者名又は商標
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二
製造年
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三
消防用結合金具の呼称
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四
吸管用のものにあっては、「吸」の文字
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五
消防用結合金具の呼称と異なる呼称のホース又は吸管を装着するものにあっては、装着するホース又は吸管の呼称
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六
使用圧
(差込式差し口の構造)
第七条
差込式差し口(差し金具、押し輪等により構成される差込式結合金具をいう。以下同じ。)の構造は、第四条各号に定めるもののほか、次に定めるところによらなければならない。
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一
各部分の寸法は、呼称に応じ、別表第一に定めるところによること。
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二
差込式受け口と容易にかん合及び離脱のできる構造であること。
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三
ホースを装着しない状態において押し輪が脱落しない構造であること。
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四
押し輪は、十分な強度を有し、差込式受け口との離脱操作による変形等が生じないものであること。
(差込式受け口の構造)
第八条
差込式受け口(受け金具、つめ、つめばね、パッキン等により構成される差込式結合金具をいう。以下同じ。)の構造は、第四条各号に定めるもののほか、次に定めるところによらなければならない。
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一
各部分の寸法は、呼称に応じ、別表第二に定めるところによること。
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二
差込式差し口と容易にかん合及び離脱のできる構造であること。
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三
つめ室は、砂その他異物が容易に入らない構造であること。
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四
つめの数は、三個以上であること。
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五
つめは、等間隔に配置されていること。
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六
つめは、同一の形状であること。
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七
つめの張出しの強さ(つめの中央部に力を加え、つめを押し下げた時つめの中央部が別表第二に定めるF項面に達するまでの荷重をいう。次号において同じ。)の合計は、呼称に応じ、次の表に定める強さ以上であること。
呼称
強さ(単位 ニュートン)
七十五
九十
六十五
七十五
五十
六十
四十
四十五
三十
三十五
二十五
三十
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八
それぞれのつめの張出しの強さとその平均値の差は、平均値の二十パーセント以内であること。
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九
差込式差し口とかん合した場合、全てのつめの先端が差込式差し口に圧力を有して接する構造であること。
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十
パッキンを容易に交換できる構造であること。
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十一
パッキンは、容易に脱落しないものであること。
(ねじ式差し口の構造)
第九条
ねじ式差し口(差し金具等により構成されるねじ式結合金具をいう。以下同じ。)の構造は、第四条各号に定めるもののほか、次に定めるところによらなければならない。
-
一
各部分の寸法は、呼称に応じ、別表第三、別表第四及び別表第五に定めるところによること。
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二
ねじ式受け口と容易にかん合及び離脱のできる構造であること。
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三
ねじ式受け口とのかん合及び離脱の操作に用具を用いるものにあっては、用具が容易に使用でき、かつ、確実に当該操作が行える構造であること。
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四
ねじ式受け口とのかん合及び離脱の操作に用いる突起が設けられているものにあっては、突起の材質が差し金具と同等以上の強度を有するものであること。
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五
ねじの始めの部分は、不完全ねじ部が除去されたものであること。
この場合において、除去された後の断面の高さは、ねじ山の高さの三分の一以下であること。
(ねじ式受け口の構造)
第十条
ねじ式受け口(しめ輪、受け金具、パッキン等により構成されるねじ式結合金具をいう。以下同じ。)の構造は、第四条各号に定めるもののほか、次に定めるところによらなければならない。
-
一
各部分の寸法は、呼称に応じ、別表第四、別表第五及び別表第六に定めるところによること。
-
二
ねじ式差し口と容易にかん合及び離脱のできる構造であること。
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三
ねじ式差し口とのかん合及び離脱の操作に用具を用いるものにあっては、用具が容易に使用でき、かつ、確実に当該操作が行える構造であること。
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四
ねじ式差し口とのかん合及び離脱の操作に用いる突起が設けられているものにあっては、突起の材質がしめ輪と同等以上の強度を有するものであること。
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五
しめ輪が脱落しない構造であること。
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六
しめ輪は、自由に回転できるものであること。
-
七
しめ輪のねじの始めの部分は、不完全ねじ部が除去されたものであること。
この場合において、除去された後の断面の高さは、ねじ山の高さの三分の一以下であること。
-
八
パッキンを容易に交換できる構造であること。
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九
パッキンは、容易に脱落しないものであること。
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十
しめ輪の抜け止め部分は、容易に分解できない構造であること。
(着脱力)
第十一条
差込式結合金具は、差し口にあっては受け口と、受け口にあっては差し口とそれぞれかん合を行う場合に必要な力(受け口に差し口を接し、差し口にかん合する方向に力を加えた場合、差込式結合金具が完全にかん合する時の荷重をいう。)及び離脱を行う場合に必要な力(かん合している差込式結合金具の押し輪に離脱する方向に力を加えた場合、つめが押し輪の別表第一に定めるJ項に乗った時の荷重をいう。)が、呼称に応じ、次の表に定める力以下となるものでなければならない。
呼称
力(単位 ニュートン)
七十五
百五十
六十五
百三十五
五十
百五
四十
九十
三十
八十五
二十五
七十五
(耐圧試験)
第十二条
消防用結合金具は、消防用結合金具同士をかん合した状態において、使用圧の二倍に相当する内圧力を五分間加えた場合、亀裂、著しい変形、漏水等が生じず、かつ、かん合部から離脱しないものでなければならない。
2
ホース用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれにホースを装着して、使用圧の二倍に相当する内圧力を五分間加えた場合、装着部から漏水が生じず、かつ、装着したホースが離脱しないものでなければならない。
3
吸管用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれに吸管を装着して、使用圧の二倍に相当する内圧力を五分間加えた場合、装着部から漏水が生じず、かつ、装着した吸管が離脱しないものでなければならない。
(漏水試験)
第十三条
ホース用の消防用結合金具は、消防用結合金具同士をかん合した状態において、使用圧以下の任意の内圧力を加えた場合、かん合部から漏水しないものでなければならない。
(負圧試験)
第十四条
吸管用の消防用結合金具は、消防用結合金具同士をかん合した状態において、内部の真空度を次の式で求められた真空度以上として十分間放置した場合、次の各号に適合するものでなければならない。
真空度(kPa)=試験環境における大気圧(kPa)÷標準大気圧(kPa)×94kPa
-
一
亀裂又は著しい変形が生じないこと。
-
二
三十秒後における漏れが、真空度で一・三三キロパスカル以上とならないこと。
-
三
着脱の操作が容易に行えること。
2
吸管用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれに吸管を装着して、当該吸管の端部を塞ぎ、内部の真空度を前項の式で求められた真空度以上として十分間放置した場合、三十秒後における装着部からの漏れが、真空度で一・三三キロパスカル以上とならないものでなければならない。
(繰返し試験)
第十五条
差込式結合金具は、千回のかん合及び離脱の操作を行った場合、次の各号に適合するものでなければならない。
-
一
亀裂又は著しい変形が生じないこと。
-
二
着脱の操作が容易に行えること。
-
三
防食被膜を施した差込式結合金具にあっては、かん合部の防食被膜がはく離しないこと。
(落下試験)
第十六条
ホース用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれに一メートルのホースを装着して、高さ一メートルの位置から結合方向を水平にして平坦なコンクリート面に自由落下させた場合、かん合部からの離脱、亀裂又は著しい変形を生じず、かつ、着脱の操作が容易に行えるものでなければならない。
2
吸管用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれに吸管を装着して、高さ七十センチメートルの位置から結合方向を水平にして平坦なコンクリート面に自由落下させた場合、かん合部からの離脱、亀裂又は著しい変形を生じず、かつ、着脱の操作が容易に行えるものでなければならない。
(引きずり試験)
第十七条
ホース用の消防用結合金具は、消防用結合金具同士をかん合した状態において、それぞれにホースを装着して、当該ホースの一端(かん合されていない端とする。)を持って平坦なコンクリート面上を消防用結合金具がコンクリート面に接し、かつ、十キロメートル毎時以下の速度で結合方向に二十メートル引きずった場合、離脱、亀裂又は著しい変形を生じず、かつ、着脱の操作が容易に行えるものでなければならない。
(曲げ試験)
第十八条
差込式結合金具は、差込式結合金具同士をかん合した状態で一方を固定し、使用圧に相当する内圧力を加え、かん合部に次の式で求められた曲げモーメントが生じるように、差込み方向に対し直角に力を三十秒間加えた場合、かん合部からの離脱、亀裂又は著しい変形を生じず、かつ、着脱の操作が容易に行えるものでなければならない。
曲げモーメント(ニュートンミリメートル)=300N×1.5×(呼称×15)mm
(腐食試験)
第十九条
消防用結合金具は、JIS Z 二三七一(塩水噴霧試験方法)に定める試験方法により塩水(五質量パーセント水溶液とする。)を八時間噴霧した後に十六時間放置することを五回繰り返した後、水洗いをして二十四時間自然乾燥させた場合、機能を損なうおそれのある腐食が生じないものでなければならない。
(装着部の押しつぶし試験)
第二十条
ホース用の消防用結合金具は、消防用結合金具同士をかん合した状態で、装着部の端から幅一センチメートルの部分に、差込み方向に対し直角に千ニュートンの荷重を五分間加えた場合、かん合部からの離脱、亀裂又は著しい変形を生じず、かつ、着脱の操作が容易に行えるものでなければならない。
第三章 大容量泡放水砲用差込式結合金具
(表示)
第二十一条
大容量泡放水砲用差込式結合金具には、次に掲げる事項を容易に消えないように表示しなければならない。
-
一
製造者名又は商標
-
二
製造年
-
三
呼び径
-
四
装着する大容量ホースの呼び径(ホース規格省令第四条第二項に規定する呼び径をいう。)
-
五
使用圧
-
六
大容量泡放水砲用差込式結合金具である旨の表示
-
七
大容量ホースのジャケット(ホース規格省令第二条第八号に規定するジャケットをいう。第二十六条第八号において同じ。)の劣化を防ぐための処置がされている大容量ホースのみを装着するものにあっては、その旨の表示
(準用)
第二十二条
第四条、第五条、第七条(第一号を除く。)、第八条(第一号及び第七号を除く。)、第十二条第一項及び第二項、第十三条、第十五条、第十六条第一項並びに第十七条から第二十条までの規定は、大容量泡放水砲用差込式結合金具について準用する。
この場合において、第十二条第一項及び第二項中「二倍」とあるのは「二倍(第二十一条第七号の表示をするものにあっては、一・五倍)」と、第十五条中「千回」とあるのは「百回」と、第十八条中「呼称」とあるのは「呼び径」と読み替えるものとする。
第四章 大容量泡放水砲用ねじり式結合金具
(区分)
第二十三条
大容量泡放水砲用ねじり式結合金具は、その用途により、大容量ホース用又は大容量吸管用に区分する。
(構造)
第二十四条
大容量泡放水砲用ねじり式結合金具の構造は、第四条各号に定めるもののほか、次に定めるところによらなければならない。
-
一
パッキンを容易に交換できる構造であること。
-
二
パッキンは、容易に脱落しないものであること。
-
三
かん合部は、容易にかん合及び離脱のできる構造であること。
-
四
かん合部には、砂その他異物が容易に入らない構造であること。
ただし、特殊な構造によりその必要のないものにあっては、この限りでない。
-
五
かん合部は、十分な強度を有し、かん合及び離脱操作による変形等が生じないものであること。
(材質)
第二十五条
大容量泡放水砲用ねじり式結合金具の主要な部品及び部分に用いる材料は、次の各号のいずれかに適合するものでなければならない。
-
一
JIS
H
四〇八〇(アルミニウム及びアルミニウム合金継目無管)
-
二
JIS
H
四一〇〇(アルミニウム及びアルミニウム合金の押出形材)
-
三
JIS
H
五一二〇(青銅鋳物及びシルジン青銅鋳物)
-
四
JIS
H
五一二一(青銅連続鋳物及びシルジン青銅連続鋳物)
-
五
JIS
H
五二〇二(アルミニウム合金鋳物)
-
六
JIS
H
三二六〇(銅及び銅合金の線)
-
七
JIS
Z
二二〇一で定める方法により採取した四号試験片を用いてJIS
Z
二二四一により試験を行った場合、引張り強さ及び伸びが第一号から前号までに掲げるものと同等以上の強度を有するもの
2
第五条第二項の規定は、大容量泡放水砲用ねじり式結合金具にパッキンを用いる場合にあっては、当該パッキンの材料について準用する。
(表示)
第二十六条
大容量泡放水砲用ねじり式結合金具には、次に掲げる事項を容易に消えないように表示しなければならない。
-
一
製造者名又は商標
-
二
製造年
-
三
呼び径
-
四
装着する大容量ホース又は大容量吸管の呼び径(ホース規格省令第四条第二項又は吸管規格省令第二条第三号に規定する呼び径をいう。)
-
五
使用圧
-
六
大容量吸管用のものにあつては、「吸」の文字
-
七
大容量泡放水砲用ねじり式結合金具である旨の表示
-
八
大容量ホースのジャケットの劣化を防ぐための処置がされている大容量ホースのみを装着するものにあっては、その旨の表示
(準用)
第二十七条
第十二条から第二十条までの規定は、大容量泡放水砲用ねじり式結合金具について準用する。
この場合において、第十二条第一項及び第二項中「二倍」とあるのは「二倍(第二十六条第八号の表示をするものにあっては、一・五倍)」と、第十五条中「千回」とあるのは「百回」と、第十八条中「呼称」とあるのは「呼び径」と読み替えるものとする。
第五章 雑則
(基準の特例)
第二十八条
新たな技術開発に係る消防用結合金具について、その形状、構造、材質及び性能から判断して、この省令の規定に適合するものと同等以上の性能があると総務大臣が認めた場合は、この省令の規定にかかわらず、総務大臣が定める技術上の規格によることができる。
附 則
(施行期日)
第一条
この省令は、平成二十六年四月一日から施行する。
(消防用ホースに使用する差込式の結合金具の技術上の規格を定める省令の廃止)
第二条
消防用ホースに使用する差込式の結合金具の技術上の規格を定める省令(平成四年自治省令第二号)は、廃止する。
(消防用ホース又は消防用吸管に使用するねじ式の結合金具の技術上の規格を定める省令の廃止)
第三条
消防用ホース又は消防用吸管に使用するねじ式の結合金具の技術上の規格を定める省令(平成四年自治省令第三号)は、廃止する。
附 則
この省令は、不正競争防止法等の一部を改正する法律の施行の日(令和元年七月一日)から施行する。
別表第一
差込式差し口の寸法表(第七条関係)
-
単位
ミリメートル
区分
A
B
C
E
J
N
許容差
呼称
+0
-0.2
+0
-0.2
+0
-0.2
+0
-0.2
呼称75
81.5
15.0
76.2
18.0
83.0
22.8
呼称65
68.5
13.0
63.5
15.5
70.5
19.5
呼称50
55.6
10.5
51.0
14.5
56.5
14.7
呼称40
43.6
8.5
39.0
11.7
44.0
12.5
呼称30
35.6
7.7
32.5
10.0
36.0
11.3
呼称25
28.6
7.0
26.0
8.5
29.0
10.2
別表第二
差込式受け口の寸法表(第八条関係)
-
単位
ミリメートル
区分
F
G
H
I
L
M
O
許容差
呼称
+0.5
-0
+0.2
-0
+0
-0.1
+0.1
-0
呼称75
82.0
19.0
12.6
12.8
24.0
83.8
2.5
呼称65
69.0
16.0
10.6
10.8
21.0
70.8
2.0
呼称50
56.0
15.0
8.0
8.2
17.0
56.8
1.8
呼称40
44.0
12.2
7.0
7.2
14.0
44.3
1.5
呼称30
36.0
10.5
6.5
6.7
13.0
36.3
1.3
呼称25
29.0
9.0
6.0
6.2
12.0
29.3
1.0
注
-
1
L欄に掲げる値は、最大値を示す。
-
2
M及びO欄に掲げる値は、最小値を示す。
別表第三
ねじ式差し口の差し金具のおねじの寸法差(第九条関係)
-
単位
ミリメートル
呼称
ねじの呼び
N
外径
K
有効径
K2
谷の径
K1
丸形
平型
上の寸法差
下の寸法差
上の寸法差
下の寸法差
上の寸法差
下の寸法差
上の寸法差
下の寸法差
150
175
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
140
165
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
125
150
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
115
140
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
100
122.5
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
90
110
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
75
95
-0.08
-0.86
-0.55
-0.86
-0.08
-0.42
-0.08
-0.93
65
82.5
-0.08
-0.73
-0.46
-0.73
-0.08
-0.38
-0.08
-0.79
50
60
-0.06
-0.51
-0.30
-0.51
-0.06
-0.30
-0.06
-0.55
40
48
-0.06
-0.51
-0.30
-0.51
-0.06
-0.30
-0.06
-0.55
30
40
-0.06
-0.51
-0.30
-0.51
-0.06
-0.30
-0.06
-0.55
25
34
-0.06
-0.51
-0.30
-0.51
-0.06
-0.30
-0.06
-0.55
20
25
-0.06
-0.44
-0.25
-0.44
-0.06
-0.24
-0.06
-0.44
別表第四
ねじ式差し口及びねじ式受け口の寸法表(第九条及び第十条関係)
-
単位
ミリメートル
区分
ねじの呼び
差し口
受け口
N
D
d
l1
l2
l3
L1
L2
L3
許容差
±0.2
+0.2
-0
+0.2
-0
+0.2
-0
±0.2
+0.2
-0
呼称
呼称150
175
152.2
163
31
20
5
23
7.5
3
呼称140
165
142.2
153
31
20
5
23
7.5
3
呼称125
150
128.2
139
31
20
5
23
7.5
3
呼称115
140
121.2
129
31
20
5
23
7.5
3
呼称100
122.5
105.2
113
31
20
5
23
6.5
3
呼称90
110
93.2
101
31
20
5
23
6.5
3
呼称75
95
78.2
86
30
20
4
22
6.5
2.5
呼称65
82.5
67.2
75
27
18
3
19
6.5
2
呼称50
60
49.2
55
20
13.5
1.5
13
5.5
1
呼称40
48
38.2
43
20
13.5
1.5
13
5.5
1
呼称30
40
30.2
35
18
12
1.5
12
5
1
呼称25
34
24.2
29
16
11
1.5
10
4.5
1
呼称20
25
17.2
21
13
9
1
8
4
1
注
-
1
D欄に掲げる値は、最大値を示す。
-
2
l1欄に掲げる値は、最小値を示す。
別表第五
ねじ式差し口の差し金具及びねじ式受け口のしめ輪のねじの基本寸法(第九条及び第十条関係)
-
単位
ミリメートル
呼称
ねじの呼び
ねじ山数(25.4mmにつき)
ピッチ
おねじのねじ山の高さ
丸み
山の半角度(度)
有効径
おねじの外径(めねじの谷の径)
おねじの谷の径(めねじの内径)
N
n
P
h1
r
θ
K2
K
K1
150
175
4
6.350
4.066
0.872
27.5
170.934
175.0
166.868
140
165
4
6.350
4.066
0.872
27.5
160.934
165.0
156.868
125
150
4
6.350
4.066
0.872
27.5
145.934
150.0
141.868
115
140
4
6.350
4.066
0.872
27.5
135.934
140.0
131.868
100
122.5
4
6.350
4.066
0.872
27.5
118.434
122.5
114.368
90
110
4
6.350
4.066
0.872
27.5
105.934
110.0
101.868
75
95
4
6.350
4.066
0.872
27.5
90.934
95.0
86.868
65
82.5
5
5.080
3.253
0.697
27.5
79.247
82.5
75.994
50
60
8
3.175
2.033
0.436
27.5
57.967
60.0
55.934
40
48
8
3.175
2.033
0.436
27.5
45.967
48.0
43.934
30
40
8
3.175
2.033
0.436
27.5
37.967
40.0
35.934
25
34
8
3.175
2.033
0.436
27.5
31.967
34.0
29.934
20
25
10
2.540
1.626
0.349
27.5
23.374
25.0
21.748
別表第六
ねじ式受け口のしめ輪のめねじの寸法差(第十条関係)
-
単位
ミリメートル
呼称
ねじの呼び
N
谷の径
K
有効径
K2
内径
K1
上の寸法差
下の寸法差
上の寸法差
下の寸法差
上の寸法差
下の寸法差
150
175
規定しない
規定しない
+0.42
+0.08
+1.52
+1.02
140
165
+0.42
+0.08
+1.52
+1.02
125
150
+0.42
+0.08
+1.52
+1.02
115
140
+0.42
+0.08
+1.52
+1.02
100
122.5
+0.42
+0.08
+1.52
+1.02
90
110
+0.42
+0.08
+1.52
+1.02
75
95
+0.42
+0.08
+1.52
+1.02
65
82.5
+0.38
+0.08
+1.30
+0.84
50
60
+0.30
+0.06
+0.90
+0.54
40
48
+0.30
+0.06
+0.90
+0.54
30
40
+0.30
+0.06
+0.90
+0.54
25
34
+0.30
+0.06
+0.90
+0.54
20
25
+0.24
+0.06
+0.63
+0.44
注:めねじの谷の径の下の寸法差は規定しないが、谷底と丸形のおねじの外径の最大寸法との間に、多少のすきまを設けるものとする。
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