![Benzoic acid, p-[n-(3-chloro-2-hydroxypropyl)acetamido]-, ethyl ester](/cid/67-074-6/Benzoic-acid-p-n-3-chloro-2-hydroxypropyl-acetamido-ethyl-ester.png "Benzoic acid, p-[n-(3-chloro-2-hydroxypropyl)acetamido]-, ethyl ester")
- InChI
- InChI=1S/C14H18ClNO4/c1-3-20-14(19)11-4-6-12(7-5-11)16(10(2)17)9-13(18)8-15/h4-7,13,18H,3,8-9H2,1-2H3
- InChI Key
- JNYXBBCQPHLTGN-UHFFFAOYSA-N
- Formula
- C14H18ClNO4
- SMILES
-
CCOC(=O)c1ccc(N(CC(O)CCl)C(C)=
O)cc1 - Molecular Weight1
- 299.75
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- 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.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfG° | -233.47 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -570.33 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 37.84 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 88.32 | kJ/mol | Joback Calculated Property |
| log10WS | -2.60 | Crippen Calculated Property | |
| logPoct/wat | 1.816 | Crippen Calculated Property | |
| McVol | 221.460 | ml/mol | McGowan Calculated Property |
| Pc | 2320.31 | kPa | Joback Calculated Property |
| Tboil | 823.15 | K | Joback Calculated Property |
| Tc | 1027.58 | K | Joback Calculated Property |
| Tfus | 516.78 | K | Joback Calculated Property |
| Vc | 0.822 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [632.38; 688.00] | J/mol×K | [823.15; 1027.58] | 
|
| Cp,gas | 632.38 | J/mol×K | 823.15 | Joback Calculated Property |
| Cp,gas | 643.65 | J/mol×K | 857.22 | Joback Calculated Property |
| Cp,gas | 654.08 | J/mol×K | 891.29 | Joback Calculated Property |
| Cp,gas | 663.69 | J/mol×K | 925.37 | Joback Calculated Property |
| Cp,gas | 672.53 | J/mol×K | 959.44 | Joback Calculated Property |
| Cp,gas | 680.62 | J/mol×K | 993.51 | Joback Calculated Property |
| Cp,gas | 688.00 | J/mol×K | 1027.58 | Joback Calculated Property |
Similar Compounds
![2-Methyl-1,2,3,4,9,13b-hexahydro-2,4a-diaza-tribenzo[a,c,E]cyclohepten-7-ol, acetate.](data:image/png;base64,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)
Find more compounds similar to Benzoic acid, p-[n-(3-chloro-2-hydroxypropyl)acetamido]-, ethyl ester.
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