Methyl
4-tert-butylbenzoate(CAS:26537-19-9)
Alternate
name: MBB, PTBBAME,Methyl P-tert-butylbenzoate,
4-tert-butylbenzoic acid Methyl Ester
Molecular
formula: C12H16O2
Structural formula:
![](data:image/png;base64,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)
Appearance
|
Colorless clear liquid
|
Assay
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≥99.50%
|
Acid value
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≤0.08
mgKOH/g
|
Fe
|
≤3ppm
|
H2O
|
≤0.1%
|
Application:
Important intermediate, It is mainly used as the production of
Avobenzone(Parsol 1789).
Packing:
200 kg/drum,Customization.
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