1) FTIR transmission spectroscopy
FTIR透射红外光谱
2) FTIR
红外光谱(FTIR)
3) FTIR Test
FTIR红外光谱试验
4) near infrared transmittance spectroscopy
近红外透射光谱
1.
Study on measurement of an apple's sugar degree by near infrared transmittance spectroscopy;
利用近红外透射光谱技术测定苹果糖度的研究
2.
Determination of protein content in small batch rice seed by near infrared transmittance spectroscopy(NITS);
小批量稻谷种子蛋白质含量的近红外透射光谱分析
3.
The calibrations for dried and fresh samples of silage were analyzed by near infrared diffuse reflectance spectroscopy(NIDRS), and the calibrations for silage soak and extract samples were analyzed by near infrared transmittance spectroscopy(NITS).
采用近红外光谱技术,结合偏最小二乘回归法,研究了142个不同种类的秸秆青贮饲料样品的pH值和发酵产物(乳酸、乙酸、丙酸、丁酸和氨态氮),建立了干燥粉碎和新鲜样品的近红外漫反射光谱定量分析模型以及浸提液样品的近红外透射光谱定量分析模型。
5) near infrared transmittance spectroscopy(NITS)
近红外透射光谱
1.
Modified partial least square(MPLS) was used to establish a quantitative regression equation for determinning protein content in single seed paddy with technique of near infrared transmittance spectroscopy(NITS).
应用近红外透射光谱(NITS)技术,采用改进的偏最小二乘法(MPLS)建立单粒稻谷蛋白质含量(PC)的定量分析回归方程。
2.
With the technique of near infrared transmittance spectroscopy(NITS),the predicted model for quantitative analysis of protein content in brown rice was established by using modified Partial Least Square(MPLS).
应用近红外透射光谱技术,采用改进的偏最小二乘法(MPLS)建立糙米蛋白质含量(PC)定量分析数学模型。
3.
With the technique of near infrared transmittance spectroscopy(NITS),the mathematical model for quantitative analysis of protein content in living rice about Chongqing area was established by Partial Least Square(PLS).
应用近红外透射光谱技术(NITS),采用偏最小二乘法(PLS)建立重庆地区稻米活体蛋白质含量(PC)定量分析数学模型。
6) NIR transmission spectroscopy
近红外透射光谱
1.
The discrimination of true and false MOUTAI liquor was carried out by using NIR transmission spectroscopy and Gas Chromatrgraphy.
建立了采用近红外透射光谱与气相色谱分析相结合的方式鉴定真假茅台酒的方法及流程。
补充资料：透射
透射
homoiogj
透射〔俪.映柑;roMo月or，:1，射影几何学中的 射影平面的一个自同构，它使得一给定直线(透射轴(homo】ogy哪”的所有点保持不动，且把恰好通过一固定点(透射中心(hotnofogy centre))的所有直线映射到它们自身.如果透射中心不在透射轴上，那么该透射就称作是非奇异的(non-singu!ar)(或双曲的(hyl姆而lic”;如果透射中心在透射轴上，则称其为奇导的(sing以ar)(或粤物的(pa功加lic))·通常一个透射被一个中心、一条轴和在该透射之下对应的一对点所确定.在仿射平面上，具有有限中心和无穷远轴的透射是一位似;具有无穷远中心和不通过该中心的有限轴的透射是一向轴的扩张或收缩;中心和轴两者都是无穷远的透射称为一平行移动;具有有限轴和无穷远中心的奇异透射是一个移位.【补注】透射也称为中心直射变换(centml colli洲乏-tion)，双曲透射称为膨胀(dilation)，抛物透射称为伸缩(比tion)或平延(t份nS戏tion).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条