Co-BTC

Catalog No.: B14548
Metal-organic Framework
Co-BTC is a metal-organic framework (MOF) constructed from cobalt ions and benzene-1,3,5-tricarboxylic acid. This compound exhibits high porosity and stability, making it suitable for applications in gas storage, separation, and catalysis. Its unique structural properties enable research into various environmental and energy-related fields, including carbon capture and hydrogen storage.
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Adooq Products cited in reputable paper
Science VOLUME 380, ISSUE 6663 (2023)
Science VOLUME 369, ISSUE 6510 (2020)
Science VOLUME 356, ISSUE 6336 (2017)
Cell Vol. 185 Issue 23 p4428-4447.e28
Cell Vol 177, Issue 7, p1933-1947.e25
Cell Vol 156, Issue 5, p857-1114
Nature Volume 622 Issue 7982 (2023)
Nature volume 620, pages890-897 (2023)
Nature volume 610, pages540-546 (2022)
Nature volume 588, pages83-88 (2020)
Nature volume 574, pages268-272 (2019)
Nature volume 573, pages539-545 (2019)
Nature volume 567, pages118-122 (2019)
Nature volume 551, pages639-643 (2017)
Nature volume 551, pages247-250 (2017)
Nature volume 548, pages356-360 (2017)
Nature volume 545, pages187-192 (2017)
Biological Activity
DescriptionCo-BTC is a metal-organic framework (MOF) constructed from cobalt ions and benzene-1,3,5-tricarboxylic acid. This compound exhibits high porosity and stability, making it suitable for applications in gas storage, separation, and catalysis. Its unique structural properties enable research into various environmental and energy-related fields, including carbon capture and hydrogen storage.
Product Information
Catalog NumB14548
FormulaC9H8CoO7
Molecular Weight287.09
CAS Number1610409-52-3
SMILES[Co].O=C(O)C=1C=C(C=C(C1)C(=O)O)C(=O)O.O
Useful Calculator

This calculator helps you calculate mass of compound based on solution concentration, volume and molecular weight in a specific solution using the formula:

Mass (mg) = Concentration (mM) × Volume (mL) × Molecular Weight (g/mol)

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Please check COA/MSDS for correct molecular weight.

Calculate the dilution required to prepare a stock solution.
This equation is commonly abbreviated as: C1V1 = C2V2

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    C2

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