- InChI
- InChI=1S/C9H9I2NO3/c10-5-1-4(2-6(11)8(5)13)3-7(12)9(14)15/h1-2,7,13H,3,12H2,(H,14,15)/t7-/m1/s1
- InChI Key
- NYPYHUZRZVSYKL-SSDOTTSWSA-N
- Formula
- C9H9I2NO3
- SMILES
- NC(Cc1cc(I)c(O)c(I)c1)C(=O)O
- Molecular Weight1
- 432.98
- CAS
- 300-39-0
- Other Names
-
- 2-amino-3-(4-hydroxy-3,5-diiodophenyl)propanoic acid
- 3,5-Diiodotyrocine
- 3,5-Iodo-L-tyrosine
- 3,5-L-Diiodotyrosine
- DIT (amino acid)
- L-3,5-Diiodotyrosine
- L-Tyrosine, 3,5-diiodo-
- NSC 4143
- Tryosine, 3,5-diiodo-
- Tyrosine, 3,5-diiodo-, L-
- 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° | -122.06 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -275.37 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 34.28 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 104.67 | kJ/mol | Joback Calculated Property |
| log10WS | -2.86 | Aq. Sol... | |
| logPoct/wat | 1.556 | Crippen Calculated Property | |
| McVol | 188.840 | ml/mol | McGowan Calculated Property |
| Pc | 4717.12 | kPa | Joback Calculated Property |
| Tboil | 927.00 | K | Joback Calculated Property |
| Tc | 1193.10 | K | Joback Calculated Property |
| Tfus | 649.50 | K | Joback Calculated Property |
| Vc | 0.622 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [431.45; 481.44] | J/mol×K | [927.00; 1193.10] | 
|
| Cp,gas | 431.45 | J/mol×K | 927.00 | Joback Calculated Property |
| Cp,gas | 439.05 | J/mol×K | 971.35 | Joback Calculated Property |
| Cp,gas | 446.74 | J/mol×K | 1015.70 | Joback Calculated Property |
| Cp,gas | 454.67 | J/mol×K | 1060.05 | Joback Calculated Property |
| Cp,gas | 463.00 | J/mol×K | 1104.40 | Joback Calculated Property |
| Cp,gas | 471.87 | J/mol×K | 1148.75 | Joback Calculated Property |
| Cp,gas | 481.44 | J/mol×K | 1193.10 | Joback Calculated Property |
Similar Compounds
![Propanoic acid, 2-amino,3-[3,5-diiodo-4-[4-hydroxy-3-(1-methylethyl)phenoxy]phenyl]-.](data:image/png;base64,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)
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