- InChI
- InChI=1S/C15H27NO3/c1-11(2)10-13(15(18)19-3)16-14(17)9-8-12-6-4-5-7-12/h11-13H,4-10H2,1-3H3,(H,16,17)
- InChI Key
- JNEWIBUQLCHVIJ-UHFFFAOYSA-N
- Formula
- C15H27NO3
- SMILES
-
COC(=O)C(CC(C)C)N=C(O)CCC1CCCC
1 - Molecular Weight1
- 269.38
- 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).
- Inp : Non-polar retention indices.
- 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 | 0.7973 | Relay (1.0) Calculated Property | |
| ΔfG° | -183.12 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -754.37 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 104.90 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.75 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.25 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.501 | Crippen Calculated Property | |
| McVol | 230.340 | ml/mol | McGowan Calculated Property |
| Pc | 1701.90 | kPa | Joback Calculated Property |
| Inp | [1914.00; 1914.00] |
|
|
| Inp | 1914.00 | NIST | |
| Inp | 1914.00 | NIST | |
| Tboil | 609.70 | K | Relay (1.0) Calculated Property |
| Tc | 795.88 | K | Relay (1.0) Calculated Property |
| Tfus | 336.88 | K | Relay (1.0) Calculated Property |
| Vc | 0.809 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![L-Cysteine, S-(2-methoxy-2-oxoethyl)-N-[N-[N-[N-(1-oxopropyl)-L-phenylalanyl]-L-leucyl]glycyl]-, methyl ester.](data:image/png;base64,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)
Find more compounds similar to l-Leucine, N-(3-cyclopentylpropionyl)-, methyl ester.
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
- Joback Method
- McGowan Method
- NIST Webbook
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