hCA-IN-1
hCA-IN-1 (Compound 5u) is an hCA inhibitor with Ki values of 159.2, 4.8, 15.5, and 2 nM against hCA I, hCA II, hCA IX, and hCA XII, respectively. hCA-IN-1 exhibits broad-spectrum anticancer activity against melanoma, breast, and colon cancer cells. ADME predictions indicate that hCA-IN-1 has good solubility and oral bioavailability. hCA-IN-1 can be used in tumor research.
연구목적의 판매만을 진행합니다. 환자를 대상으로 한 판매는 하지 않습니다.
- 화학식: C20H18N4O4S3
- 분자량:474.58
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보관:
Please store the product under the recommended conditions in the Certificate of Analysis.
Biological Activity
제품 설명
IC50 & Target
[1]|
hCA I 159.2 nM (Ki) |
hCA II 4.8 nM (Ki) |
hCA IX 15.5 nM (Ki) |
hCA XII 2 nM (Ki) |
Chemical Information
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분자량 474.58
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화학식 C20H18N4O4S3
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SMILES
O=C(C(SC(SCC(NC1=CC=C(S(=O)(N)=O)C=C1)=O)=N2)=C2C)/C=C/C3=NC=CC=C3
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선적
Room temperature in continental US; may vary elsewhere.
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보관
Please store the product under the recommended conditions in the Certificate of Analysis.
Protocol
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Protocol for Pharmacokinetic Study
Pharmacokinetic studies quantify how an organism handles a drug over time through absorption, distribution, metabolism, and excretion, and the core experimental readout is the concentration-time profile of parent drug and, when relevant, metabolites in biological matrices such as plasma, whole blood, urine, bile, or tissue. Pharmacokinetic analysis links dose, route, exposure, clearance, half-life, distribution, bioavailability, and systemic exposure to drug efficacy and toxicity hypotheses rather than measuring a signaling pathway directly. The literature links pharmacokinetics to drug-development phenotypes by showing that drug metabolism and pharmacokinetics influence compound progression, exposure-response interpretation, safety margins, dosing strategy, and failure risk during discovery and development. DMPK science contributes to compound optimization by integrating physicochemical properties, in vitro metabolism, transporter behavior, in vivo exposure, and pharmacodynamic contex
순도&문서
References
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)