P-tert-Butylbenzoic
acid(CAS:98-73-7)
Alternate
name: PTBBA,4-tert-Butylbenzoic
acid
Molecular formula: C11H14O2
Structural formula:
![](data:image/png;base64,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)
Appearance
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White crystal
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Assay
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≥99.00%
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Acid value
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312-315mgKOH/g
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Fe
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≤3ppm
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H2O
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≤0.1%
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ASH
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≤0.01%
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Application:
PVC heat stabilizer;PP Nucleating Agent(AL-PTBBA);DPP intermediate;
Rust inhibitor Additives; Metal-cutting and else chemical
Additives.
Packing:
25Kg/Bag,500Kg/Bag,Customization.
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