Test for Fe2+ and Fe3+ content in glass
A glass and content technology, applied in the measurement of color/spectral characteristics, etc., can solve the problems of heavy workload, delayed problem solving timing, poor data accuracy and repeatability, etc.
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Embodiment 1
[0037] For white glass with a thickness of 4.91mm, the absorbance curve of the glass in the wavelength range of 350nm-1100nm is measured on the spectrophotometer. The absorbance of the glass at the wavelength of 770nm and 1050nm is 0.1113 and 0.1421 respectively, and the absorbance difference of 1mm glass is: ( 0.1421-0.1113) / 4.91=0.0059, brought into the formula Fe 2+ (Wt%)=3.001(K 1050 -K 770 ) / d+0.0009, get Fe 2+ The content of 0.0187%. Take the second-order derivative of the absorbance curve measured above (the test instrument has this function), and obtain the maximum value of the second-order derivative of the absorbance at a wavelength between 370nm and 390nm, 0.0005619, which is K d II , this value is divided by the glass thickness 4.91, and the maximum value of the second derivative of the absorbance of 1mm glass is 0.0001144, which is K II , into the formula Fe 3+ (Wt%)=495.66K d II / d+0.0033, calculated Fe 3+ The content of 0.060%.
Embodiment 2
[0039] For green glass with a thickness of 9.86mm, the absorbance curve of the glass at the wavelength range of 350nm-1100nm is measured on the spectrophotometer. The absorbance of the glass at the wavelength of 770nm and 1050nm is 0.646 and 1.015 respectively. The absorbance difference of the 1mm glass is: (1.015-0.646) / 9.86=0.0374, into the formula Fe 2+ (Wt%)=3.001(K 1050 -K 770 ) / d+0.0009, get Fe 2+ The content of 0.113%. Take the second-order derivative of the absorbance curve measured above (the test instrument has this function), and obtain the maximum value of the second-order derivative of the absorbance between 370nm and 390nm, which is 0.00603, which is K d II , this value is divided by the glass thickness 9.86 to get the maximum value of the second derivative of the absorbance of 1mm glass, which is K II 0.00061, substituted into the formula Fe 3+ (Wt%)=495.66K d II / d+0.0033, calculated Fe 3+ The content of 0.306%.
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