![](data:image/png;base64,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AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOa1j4feHtc1CO9vLFfPU5Yxnb5n+8B1roo40hjWONQiIMKoGABT6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=)
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Thin Film Analysis(TFA) Device
190 – 2200nm 파장대역을 사용하는 산업용 In-Line Spectrometer입니다. 높은 재현성으로 투과 / 반사율, 박막 두께,
Color Coordinator 데이터를 실시간으로 측정하여 생산라인에 적합합니다.
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특징 및 주요기능
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수 ms 이내 모든 스펙트럼 측정
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190-2200nm의 넓은 파장
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박막 두께(10nm-50um), 면저항, 수분함수량, 색 측정
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생산라인(In-line) 및 Vacuum Chamber 내 사용
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실험실 연구용
구성으로 사용 가능
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적용 및 응용분야
Industries
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Application
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Printed Electronics
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ITO, OPV, PEDOT:PSS on PET
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Roll-to-roll coater(R2R)
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Reflection/transmission characteristics
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ITO, OPV, PEDOT:PSS on PET
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Semiconductors
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SiO2 / Si3N4 layer thickness on Si
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Band gap of doped layers
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Glass
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ITO on float glass
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Photovoltaic
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Conducting layers on CIGS
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OPV on PET
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Automotive
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Moisture of PVB interlayers
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Color of Varnish
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Paper
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Moisture content
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)
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