- InChI
- InChI=1S/C10H12N4S/c15-10-8-9(12-5-11-8)13-6-14(10)7-3-1-2-4-7/h5-7H,1-4H2,(H,11,12)
- InChI Key
- KSDSMXRTLRSRPD-UHFFFAOYSA-N
- Formula
- C10H12N4S
- SMILES
- S=c1c2nc[nH]c2ncn1C1CCCC1
- Molecular Weight1
- 220.29
- CAS
- 37484-40-5
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
Cheméo is a service of Céondo GmbH, since 2007, we provide simulation, modelling and software development services for the industry.
Do not hesitate to contact us for your projects.
Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.5317 | Relay (1.0) Calculated Property | |
| ΔfG° | 365.25 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 216.36 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 119.53 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.97 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.18 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.122 | Crippen Calculated Property | |
| McVol | 158.250 | ml/mol | McGowan Calculated Property |
| Pc | 3731.57 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 659.64 | K | Relay (1.0) Calculated Property |
| Tc | 979.52 | K | Relay (1.0) Calculated Property |
| Tfus | 537.42 | K | Relay (1.0) Calculated Property |
| Vc | 0.575 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![9H-purine-6(1h)-thione, 1-[3-(p-tolylthio)propyl]-.](data:image/png;base64,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)
![4-amino-1-[4-fluoro-5-(hydroxymethyl)oxolan-2-yl]pyrimidin-2-one.](data:image/png;base64,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)
Find more compounds similar to Purine-6(1h)-thione, 1-cyclopentyl-.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.