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0 502M60080000016 令和二年原子力規制委員会規則第十六号 工場等において用いた資材その他の物に含まれる放射性物質の放射能濃度が放射線による障害の防止のための措置を必要としないものであることの確認等に関する規則 核原料物質、核燃料物質及び原子炉の規制に関する法律(昭和三十二年法律第百六十六号)第六十一条の二第一項及び第二項の規定に基づき、工場等において用いた資材その他の物に含まれる放射性物質の放射能濃度が放射線による障害の防止のための措置を必要としないものであることの確認等に関する規則を次のように定める。
(定義) 第一条 この規則において使用する用語は、核原料物質、核燃料物質及び原子炉の規制に関する法律(以下「法」という。)において使用する用語の例による。 この規則において、次の各号に掲げる用語の意義は、それぞれ当該各号に定めるところによる。 放射能濃度確認対象物 法第六十一条の二第一項の規定に基づく確認を受けようとする物をいう。 評価単位 放射能濃度確認対象物に含まれる放射性物質(放射能濃度の評価に用いるものに限る。)の平均放射能濃度の決定(以下「放射能濃度の決定」という。)を行う範囲をいう。 品質マネジメントシステム 原子力施設の保安のための業務に係る品質管理に必要な体制の基準に関する規則(令和二年原子力規制委員会規則第二号)第二条第二項第四号に規定する品質マネジメントシステムをいう。
(放射能濃度の基準) 第二条 法第六十一条の二第一項の原子力規制委員会規則で定める基準は、評価単位ごとに、次の各号に掲げる場合に応じ、それぞれ当該各号に定める放射能濃度とする。 評価単位に係る放射性物質の種類が一種類の場合 別表の第一欄に掲げる放射性物質の種類に応じ、同表の第二欄に掲げる放射能濃度 評価単位に係る放射性物質の種類が二種類以上の場合 別表の第一欄に掲げる放射性物質の種類ごとの放射能濃度のそれぞれ同表の第二欄に掲げる放射能濃度に対する割合の和が一となるようなこれらの放射能濃度
(確認の申請) 第三条 法第六十一条の二第一項の確認を受けようとする者は、次に掲げる事項を記載した申請書を原子力規制委員会に提出しなければならない。 氏名又は名称及び住所並びに法人にあっては、その代表者の氏名 放射能濃度確認対象物が生ずる工場等の名称及び所在地(船舶にあっては、その船舶の名称) 放射能濃度確認対象物が生ずる施設の名称 放射能濃度確認対象物の種類及び総重量 放射能濃度確認対象物に含まれる放射性物質の放射能濃度の測定及び評価に用いた方法 放射能濃度確認対象物に含まれる放射性物質の放射能濃度の測定及び評価の結果 確認を受けようとする期日 放射能濃度確認対象物の保管場所及び保管方法 前項の申請書には、次に掲げる事項について説明した書類を添付しなければならない。 放射能濃度確認対象物が生ずる施設に関すること。 法第六十一条の二第二項の認可を受けた放射能濃度の測定及び評価の方法に基づき測定及び評価が行われたことを示す記録に関すること。 測定条件、測定結果その他の放射能濃度確認対象物に含まれる放射性物質の放射能濃度の測定及び評価の結果に関すること。 放射能濃度確認対象物の保管場所及び保管方法に関すること。 第一項の申請書及び前項の書類の提出部数は、正本及び写し各一通とする。
(放射能濃度確認証) 第四条 原子力規制委員会は、前条第一項の規定による申請に係る放射能濃度に関し、原子力規制検査(特定原子力施設にあっては、法第六十四条の三第七項の検査)により次に掲げる事項について確認をしたときは、放射能濃度確認証を交付する。 法第六十一条の二第二項の認可を受けた方法に従って放射能濃度の測定及び評価が行われていること。 放射能濃度確認対象物が第二条に規定する基準に適合していること。
(放射能濃度の測定及び評価の方法の認可の申請) 第五条 法第六十一条の二第二項の規定により、放射能濃度の測定及び評価の方法の認可を受けようとする者は、次に掲げる事項を記載した申請書を原子力規制委員会に提出しなければならない。 氏名又は名称及び住所並びに法人にあっては、その代表者の氏名 放射能濃度確認対象物が生ずる工場等の名称及び所在地(船舶にあっては、その船舶の名称) 放射能濃度確認対象物が生ずる施設の名称 放射能濃度確認対象物の種類、発生及び汚染の状況並びに推定される総重量 評価に用いる放射性物質の種類 評価単位 放射能濃度の決定を行う方法 放射線測定装置の種類及び測定条件 放射能濃度確認対象物の保管場所及び保管方法 放射能濃度の測定及び評価に係る品質マネジメントシステム 前項の申請書には、次に掲げる事項について説明した書類を添付しなければならない。 放射能濃度確認対象物が生ずる施設に関すること。 放射能濃度確認対象物の種類、発生状況、汚染の状況及び推定される総重量に関すること。 評価に用いる放射性物質の選択に関すること。 評価単位に関すること。 放射能濃度の決定を行う方法に関すること。 放射線測定装置の選択及び測定条件の設定に関すること。 放射能濃度確認対象物の保管場所及び保管方法に関すること。 放射能濃度の測定及び評価に係る品質マネジメントシステムに関すること。 前各号に掲げる事項のほか、原子力規制委員会が必要と認める事項 第一項の申請書及び前項の書類の提出部数は、正本及び写し各一通とする。
(測定及び評価の方法の認可の基準) 第六条 法第六十一条の二第二項の規定に基づく放射能濃度の測定及び評価の方法の認可の基準は、次に掲げるとおりとする。 評価に用いる放射性物質は、放射能濃度確認対象物中に含まれる放射性物質のうち放射線量を評価する上で重要なものであること。 評価単位ごとの重量は、放射能濃度の分布の均一性及び想定される放射能濃度を考慮した適切なものであること。 放射能濃度の決定は、放射線測定装置を用いて、放射能濃度確認対象物の汚染の状況を考慮し適切に行うこと。 ただし、放射線測定装置を用いて測定することが困難である場合には、適切に設定された放射性物質の組成比又は計算その他の方法を用いて放射能濃度の決定を行うことができる。 放射線測定装置の選択及び測定条件の設定は、次によるものであること。 放射線測定装置は、放射能濃度確認対象物の形状、材質、汚染の状況等に応じた適切なものであること。 放射能濃度の測定条件は、第二条に規定する基準を超えないかどうかを適切に判断できるものであること。 放射能濃度確認対象物について、異物の混入及び放射性物質による汚染を防止するための適切な措置が講じられていること。
(電磁的記録媒体による手続) 第七条 次に掲げる申請書の提出については、当該申請書の提出に代えて、当該申請書に記載すべきこととされている事項を記録した電磁的記録媒体(電磁的記録(電子的方法、磁気的方法その他の人の知覚によって認識することができない方法で作られる記録であって、電子計算機による情報処理の用に供されるものをいう。)に係る記録媒体をいう。以下同じ。)及び別記様式の電磁的記録媒体提出票を提出することにより行うことができる。 第三条第一項の申請書 第五条第一項の申請書
附 則
(施行期日) 第一条 この規則は、公布の日から施行する。
(製錬事業者等における工場等において用いた資材その他の物に含まれる放射性物質の放射能濃度についての確認等に関する規則等の廃止) 第二条 次に掲げる規則は、廃止する。 製錬事業者等における工場等において用いた資材その他の物に含まれる放射性物質の放射能濃度についての確認等に関する規則(平成十七年経済産業省令第百十二号) 試験研究の用に供する原子炉等に係る放射能濃度についての確認等に関する規則(平成十七年文部科学省令第四十九号)
(製錬事業者等における工場等において用いた資材その他の物に含まれる放射性物質の放射能濃度についての確認等に関する規則等の廃止に伴う経過措置) 第三条 この規則の施行の際現に法第六十一条の二第二項の認可を受けている放射能濃度の測定及び評価の方法に係る放射能濃度確認対象物についての法第六十一条の二第一項の確認の申請については、第三条の規定にかかわらず、なお従前の例による。 前項の規定によりなお従前の例によることとされた確認の申請に係る放射能濃度確認対象物の確認の基準については、第二条の規定にかかわらず、なお従前の例による。
附 則 (施行期日) この規則は、公布の日から施行する。 別表 (第2条関係) 第一欄 第二欄 放射性物質の種類 放射能濃度(Bq/kg) 1×10 Be 1×10 14 1×10 18 1×10 22Na 1×10 24Na 1×10 31Si 1×10 32 1×10 33 1×10 35 1×10 36Cl 1×10 38Cl 1×10 42 1×10 43 1×10 41Ca 1×10 45Ca 1×10 47Ca 1×10 46Sc 1×10 47Sc 1×10 48Sc 1×10 44Ti 1×10 48 1×10 49 1×10 51Cr 1×10 51Mn 1×10 52Mn 1×10 52mMn 1×10 53Mn 1×10 54Mn 1×10 56Mn 1×10 52Fe 1×10 55Fe 1×10 59Fe 1×10 55Co 1×10 56Co 1×10 57Co 1×10 58Co 1×10 58mCo 1×10 60Co 1×10 60mCo 1×10 61Co 1×10 62mCo 1×10 59Ni 1×10 63Ni 1×10 65Ni 1×10 64Cu 1×10 65Zn 1×10 69Zn 1×10 69mZn 1×10 67Ga 1×10 72Ga 1×10 68Ge 1×10 71Ge 1×10 73As 1×10 74As 1×10 76As 1×10 77As 1×10 75Se 1×10 82Br 1×10 81Rb 1×10 86Rb 1×10 85Sr 1×10 85mSr 1×10 87mSr 1×10 89Sr 1×10 90Sr 1×10 91Sr 1×10 92Sr 1×10 90 1×10 91 1×10 91m 1×10 92 1×10 93 1×10 93Zr 1×10 95Zr 1×10 97Zr 1×10 93mNb 1×10 94Nb 1×10 95Nb 1×10 97Nb 1×10 98Nb 1×10 90Mo 1×10 93Mo 1×10 99Mo 1×10 101Mo 1×10 96Tc 1×10 96mTc 1×10 97Tc 1×10 97mTc 1×10 99Tc 1×10 99mTc 1×10 97Ru 1×10 103Ru 1×10 105Ru 1×10 106Ru 1×10 103mRh 1×10 105Rh 1×10 103Pd 1×10 109Pd 1×10 105Ag 1×10 108mAg 1×10 110mAg 1×10 111Ag 1×10 109Cd 1×10 115Cd 1×10 115mCd 1×10 111In 1×10 113mIn 1×10 114mIn 1×10 115mIn 1×10 113Sn 1×10 119mSn 1×10 123Sn 3×10 125Sn 1×10 122Sb 1×10 124Sb 1×10 125Sb 1×10 123mTe 1×10 125mTe 1×10 127Te 1×10 127mTe 1×10 129Te 1×10 129mTe 1×10 131Te 1×10 131mTe 1×10 132Te 1×10 133Te 1×10 133mTe 1×10 134Te 1×10 123 1×10 125 1×10 126 1×10 129 1×10 130 1×10 131 1×10 132 1×10 133 1×10 134 1×10 135 1×10 129Cs 1×10 131Cs 1×10 132Cs 1×10 134Cs 1×10 134mCs 1×10 135Cs 1×10 136Cs 1×10 137Cs 1×10 138Cs 1×10 131Ba 1×10 133Ba 1×10 140Ba 1×10 140La 1×10 139Ce 1×10 141Ce 1×10 143Ce 1×10 144Ce 1×10 142Pr 1×10 143Pr 1×10 147Nd 1×10 149Nd 1×10 147Pm 1×10 148mPm 3×10 149Pm 1×10 151Sm 1×10 153Sm 1×10 152Eu 1×10 152mEu 1×10 154Eu 1×10 155Eu 1×10 153Gd 1×10 159Gd 1×10 160Tb 1×10 165Dy 1×10 166Dy 1×10 166Ho 1×10 169Er 1×10 171Er 1×10 170Tm 1×10 171Tm 1×10 169Yb 1×10 175Yb 1×10 177Lu 1×10 181Hf 1×10 182Ta 1×10 181 1×10 185 1×10 187 1×10 188 1×10 186Re 1×10 188Re 1×10 185Os 1×10 191Os 1×10 191mOs 1×10 193Os 1×10 190Ir 1×10 192Ir 1×10 194Ir 1×10 191Pt 1×10 193mPt 1×10 197Pt 1×10 197mPt 1×10 195Au 1×10 198Au 1×10 199Au 1×10 197Hg 1×10 197mHg 1×10 203Hg 1×10 200Tl 1×10 201Tl 1×10 202Tl 1×10 204Tl 1×10 203Pb 1×10 206Bi 1×10 207Bi 1×10 203Po 1×10 205Po 1×10 207Po 1×10 211At 1×10 225Ra 1×10 227Ra 1×10 226Th 1×10 229Th 1×10 230Pa 1×10 233Pa 1×10 230 1×10 231 1×10 232 1×10 233 1×10 234 1×10 235 1×10 236 1×10 237 1×10 238 1×10 239 1×10 240 1×10 237Np 1×10 239Np 1×10 240Np 1×10 234Pu 1×10 235Pu 1×10 236Pu 1×10 237Pu 1×10 238Pu 1×10 239Pu 1×10 240Pu 1×10 241Pu 1×10 242Pu 1×10 243Pu 1×10 244Pu 1×10 241Am 1×10 242Am 1×10 242mAm 1×10 243Am 1×10 242Cm 1×10 243Cm 1×10 244Cm 1×10 245Cm 1×10 246Cm 1×10 247Cm 1×10 248Cm 1×10 249Bk 1×10 246Cf 1×10 248Cf 1×10 249Cf 1×10 250Cf 1×10 251Cf 1×10 252Cf 1×10 253Cf 1×10 254Cf 1×10 253Es 1×10 254Es 1×10 254mEs 1×10 254Fm 1×10 255Fm 1×10
別記様式 (第7条関係)
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