真空与低温
真空與低溫
진공여저온
VACUUM AND CRYOGENICS
2015年
1期
11-14
,共4页
王超%王多书%王济洲%李坤%李晨%高欢
王超%王多書%王濟洲%李坤%李晨%高歡
왕초%왕다서%왕제주%리곤%리신%고환
薄膜%TiO2%通氧量%真空度%光学性能
薄膜%TiO2%通氧量%真空度%光學性能
박막%TiO2%통양량%진공도%광학성능
thin film%TiO2%oxygen flux%vacuum degree%optical property
研究了不同通氧量对电子束蒸发沉积二氧化钛薄膜的光学性能影响。随着氧气流量从37.4×10-3 Pa·m3·s-1增加到61.2×10-3 Pa·m3·s-1,真空室的真空度从1.4×10-3 Pa变化到2.5×10-3 Pa,可以得到不同光学性能的二氧化钛薄膜。采用分光光度计测试其光谱,结果发现TiO2薄膜的透射率峰值随着真空度降低而增大,折射率和消光系数随真空度降低先升高后降低。在真空度2.0×10-3 Pa的工艺条件下,成膜质量最优,透射率为92%,折射率在2.50~2.20之间,消光系数在10-4以下。根据Cauchy方程拟合其色散规律,拟合曲线和采用包络法计算得到的曲线较好重合,折射率随波长的变化公式为n(λ)=2.17+6.12×104/λ2+2.98×108/λ4。
研究瞭不同通氧量對電子束蒸髮沉積二氧化鈦薄膜的光學性能影響。隨著氧氣流量從37.4×10-3 Pa·m3·s-1增加到61.2×10-3 Pa·m3·s-1,真空室的真空度從1.4×10-3 Pa變化到2.5×10-3 Pa,可以得到不同光學性能的二氧化鈦薄膜。採用分光光度計測試其光譜,結果髮現TiO2薄膜的透射率峰值隨著真空度降低而增大,摺射率和消光繫數隨真空度降低先升高後降低。在真空度2.0×10-3 Pa的工藝條件下,成膜質量最優,透射率為92%,摺射率在2.50~2.20之間,消光繫數在10-4以下。根據Cauchy方程擬閤其色散規律,擬閤麯線和採用包絡法計算得到的麯線較好重閤,摺射率隨波長的變化公式為n(λ)=2.17+6.12×104/λ2+2.98×108/λ4。
연구료불동통양량대전자속증발침적이양화태박막적광학성능영향。수착양기류량종37.4×10-3 Pa·m3·s-1증가도61.2×10-3 Pa·m3·s-1,진공실적진공도종1.4×10-3 Pa변화도2.5×10-3 Pa,가이득도불동광학성능적이양화태박막。채용분광광도계측시기광보,결과발현TiO2박막적투사솔봉치수착진공도강저이증대,절사솔화소광계수수진공도강저선승고후강저。재진공도2.0×10-3 Pa적공예조건하,성막질량최우,투사솔위92%,절사솔재2.50~2.20지간,소광계수재10-4이하。근거Cauchy방정의합기색산규률,의합곡선화채용포락법계산득도적곡선교호중합,절사솔수파장적변화공식위n(λ)=2.17+6.12×104/λ2+2.98×108/λ4。
The optical properties of TiO2 thin film deposited by electron beam evaporation with different oxygen flux were studied. When the oxygen flux from 37.4×10-3 Pa·m3·s-1 to 61.2×10-3 Pa·m3·s-1,vacuum degree was rising from 1.4×10-3 Pa to 2.5×10-3 Pa,the different optical properties will gain from TiO2 thin film. Spectrophotometer was used to test spectrum,when the vacuum degree decreased,it was found that peak value transmittance of TiO2 has increased. The refractive index and extinction coefficient increased first and then decreased. Under vacuum degree of 2.0×10-3 Pa ,the best TiO2 thin film quality,the peak value transmittance was 92%,the refractive index changed from 2.50 to 2.20. The extinc-tion coefficient was below 10-4. By-use Cauchy chromatic dispersion formula. The fitting curve accorded well with the re-sult by the envelope method. Refractive index changing with the wavelength formula is n(λ)=2.17+6.12×104/λ2+2.98×108/λ4.