⊙환경부공고제2016-707호
「대기오염공정시험기준」(환경부고시 제2015-247호, 2015.12.30.)을 일부 개정함에 있어 그 개정내용과 취지를 국민에게 미리 알려 의견을 듣고자「행정절차법」제46조에 따라 다음과 같이 공고합니다.
2016년 9월 13일
환 경 부 장 관
대기오염공정시험기준 일부개정(안) 입안예고
1. 개정이유
가. 측정기술의 발전을 포함하지 못한 시험방법의 미비점 개선 필요
○ 신뢰성 있는 측정·분석을 위하여 오염물질 분석방법이 부재한 시험기준(환경대기 중 수은, 오존 전구물질 등) 마련 등 시험방법 정비 필요
나. 미세먼지의 적절한 관리를 위하여 미세먼지 측정방법 명확화
○ 대기 중 미세먼지 측정방법을 기존 먼지에서 환경기준 설정항목인 PM10과 PM2.5으로 구분하여 기존 시험법의 모호성 개선 필요
2. 주요내용
< 측정·분석기술 발전에 따른 공정시험기준 추가 >
○ 대기오염물질 공정시험기준(9개) 신설
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)
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)
○ 기술진보를 반영하지 못하는 오래된 시험방법(2개) 삭제
- 환경대기의 먼지 측정방법 중 오차율이 커 현재 거의 사용되지 않는 광투과법, 광산란법 삭제
< 공정시험기준 표준화 >
○ 공정시험기준 표준화 지침에 따른 분류체계 정비, 물질별 측정방법 세분화 등
- 표준화지침에 따라 시료채취 장소, 오염물질 종류 등에 따라 분류체계 정비, 측정방법 번호 변경 등 체계적인 공정시험기준 마련
- 베릴륨, 먼지 등 9개 물질에 대하여 기존 단일 시험기준을 원리별로 측정방법 세분화(40개 시험기준) 하고 주시험법(제1방법) 구분
< 공정시험기준 미비점 개선 >
○ 현행 공정시험기준 운영상 미비점 개선을 위한 어구조정, 단위체계 통일, 표준화 지침에 따른 ES번호 수정(185개 시험법)
○ 측정결과 신뢰성 확보를 위한 시료채취시간 조정, 전처리방법 추가
- 배출가스 중 먼지 시료채취시 측정결과의 대표성을 높이기 위해 시료채취시간 조정(20분 → 40분)
- 중금속(비소, 크롬) 전처리 방법 중 산분해법 추가
< 미세먼지 관리를 위한 시험방법 개선 >
○ 수도권 대기환경 개선사업과 관련한 감사원 감사(’15.11~’15.12) 지적사항인 PM10 등가성 평가 기준을 마련하여 정도관리 강화
- 정도관리 강화를 위하여 10회/년 이상 비교·측정하여 등가성평가
- 측정방법을 입경별(PM10/PM2.5) 자동방법과 수동방법 세분화, 측정자료 기준을 상온(20℃, 1atm)으로 명시하여 측정자료의 일관성 제고
○ PM2.5 베타선법의 현장 적용성 강화를 위해 등가성평가 횟수 개정
- 현행 등가성 평가 규정은 지자체의 인력 부족, 비용 부담 등에 따라 준수하기 어려워 현장 적용성을 고려 횟수(3회/월 → 7회/반기) 조절
※ 상세 내용 : 환경부 홈페이지(http://www.me.go.kr>법령정책>입법·행정예고)
3. 의견제출
대기오염공정시험기준 일부 개정안 에 대하여 의견이 있는 기관, 단체 또는 개인은 2016년 10월 10일까지 다음 사항을 기재한 의견서를 환경부장관(참조 : 대기관리과장, 세종특별자치시 어진동 도움 6로 11 정부세종청사)에게 제출하여 주시기 바라며, 기타 자세한 사항은 환경부 대기관리과 [전화 : 044-201-6911, 6912, FAX : 044-201-6915, 전자우편 : jjh4054@korea.kr]로 문의하시기 바랍니다.
가. 예고사항에 대한 항목별 의견(찬·반 여부와 그 이유)
나. 성명(법인, 단체의 경우는 그 명칭 및 대표자 성명), 주소 및 전화번호
다. 기타 필요사항
4. 기타
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