Chemical name : 2-Hydroxy-4-n-octoxybenzophenone
Introduction : UV- 531 is an ultraviolet light absorber (UVA) of the benzophenone class, imparting good light stability for plastics and other organic polymers. Due to its highly effective broad UV absorption properties and excellent polymer compatibility, UV- 531 offers maximum polymer protection and low color contribution, retards yellowing and loss of physical properties.
CAS NO : 1843-05-6
Formula : C21H26O3
Structure :
![](data:image/png;base64,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)
Specification:
Appearance : light yellow powder
Melting Range : 47-49 °C
Assay : 99% Min.
Volatile Matter : < 0.5% Max.
Transmissirity:
450nm≥ 95 %
500nm≥ 97%
UV-531 is an effective anti-aging agent with excellent performance. It can absorb ultraviolet light of 240-340 nanometers. It has the characteristics of light color, non-toxic, good compatibility, small migration and easy processing. It has the greatest protective effect on the polymer, and helps to reduce the color, while delaying yellowing and retarding the loss of physical properties. It is widely used in PE, PVC, PP, PS, PC, plexiglass, polypropylene fiber and vinyl acetate. And for dry phenolic and alkyd varnishes, polyurethane, acrylic, epoxy and other air drying products and automotive paint, powder coatings, polyurethane, rubber products, to provide them with a good light stability. The dosage of 0.1% to 0.5%.
Packing: 25kg carton or carton packing.
Next product:UV-234