■ 물품 설명
○ 물품 개요
- 자동차 사각감지시스템(BSD; Blind Spot Detection)에서 물체를 인식하는 레이더(RADAR) 기기에 장착되어, 안테나 보드(PCB)를 지지하고 전자파 간섭(EMI)을 차단하는 기능을 수행하는 차폐(Shielding) 장치
- 레이더 센서는 전자파(24GHz)를 발사해 물체에 부딪쳐 반사되는 신호를 처리하여 물체 유무나 거리를 인식하게 되는데, 이 과정에서 방출된 전자파가 레이더 기기나 다른 전자부품이 오작동을 일으키지 않도록 전자파 발생 부분을 전도성이 높은 알루미늄 재질로 감싸게 됨
○ 재질 및 특성
- 재질 : 알루미늄(81.4~88.8%), 규소(10.5~13.5%)
- 가장자리에 안테나 보드(PCB)가 끼워질 자리(홈)가 만들어져 있고, 상단에는 전기접속자가 통과할 구멍이 있으며, 중앙에는 알루미늄 난반사 방지를 위한 전자파 흡수제(폴리우레탄 폼)가 부착되어 있음
○ 물품 이미지
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)
■ 결정 사유
○ 본건 물품은 알루미늄의 특성을 이용하여 전자파의 간섭(EMI)을 차단하는 기능을 수행하고 있으나, 관세율표 제15부 주 제1호 바목에서 “제16부(제85류)의 것은 제외한다.”고 규정하고 있으므로 제16부 해당여부를 우선 검토해야 함
○ 관세율표 제16부 주 제2호 나목에 “그 밖의 부분품으로서 특정한 기계에 전용되거나 주로 사용되는 부분품은 그 기계가 속하는 호로 분류한다.”고 규정하고 있으며,
○ 관세율표 제8526호에는 ‘레이더 기기’가 분류되고, 제8529호에는 “부분품(제8525호부터 제8528호까지에 열거된 물품에 전용되거나 주로 사용되는 것으로 한정한다)”이 분류됨
- 같은 호 해설서에 이 호에 분류하는 부분품의 범위에 다음을 포함한다고 하면서, “(3)제8525호부터 제8528호까지의 기기를 수용하기 위하여 특별히 제작한 케이스와 캐비닛’ (중략) ‘(5)프레임(Frame)[섀시(chassis)]” 등을 예시하고 있음
○ 본건 물품은 제8526호의 ‘레이더 기기’에 추가 가공없이 바로 장착될 수 있는 특정한 형상으로 설계·제작되었고, 레이더 기기의 정상 작동에 필수적인 전자파 차폐기능을 수행하고 있으며,
- 해설서에서 예시하고 있는 바와 같이, 레이더 기기의 구성부품인 안테나 보드(PCB)를 수용하고 보호하기 위해 보드 양 끝단과 맞물려 이를 고정ㆍ지지하고 있어 새시나 프레임 역할을 하고 있으므로 “레이더 기기의 전용 부분품”으로 분류함이 타당함
○ 따라서, 본건 물품은 제8526호의 “레이더 기기의 부분품”으로 보아, 관세율표의 해석에 관한 통칙 제1호 및 제6호에 따라 제8529.90-1000호에 분류함 |