- InChI
- InChI=1S/C3H7AsO3/c1-2-3-4(5,6)7/h2H,1,3H2,(H2,5,6,7)
- InChI Key
- KADVUADSGCRCHA-UHFFFAOYSA-N
- Formula
- C3H7AsO3
- SMILES
- C=CC[As](=O)(O)O
- Molecular Weight1
- 166.01
- CAS
- 590-34-1
- Other Names
-
- 2-Propene-2-arsonic acid
- allylarsonic acid
- 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.
- 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.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.7453 | Relay (1.0) Calculated Property | |
| ΔfG° | -388.33 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -500.45 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 82.99 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 10.85 | eV | Relay (1.0) Calculated Property |
| log10WS | 1.27 | Relay (1.0) Calculated Property | |
| logPoct/wat | -0.474 | Crippen Calculated Property | |
| Pc | 4290.51 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 475.03 | K | Relay (1.0) Calculated Property |
| Tc | 791.75 | K | Relay (1.0) Calculated Property |
| Tfus | 347.59 | K | Relay (1.0) Calculated Property |
| Vc | 0.314 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-(4-Allyl-2,6-dimethoxy-phenoxy)-1-benzo[1,3]dioxol-5-yl-propan-1-ol, TMS.](data:image/png;base64,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)
Find more compounds similar to 2-Propene-1-arsonic acid.
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
- NIST Webbook
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