- InChI
- InChI=1S/C5H8N2O2/c1-3-2-4(8)7-5(9)6-3/h3H,2H2,1H3,(H2,6,7,8,9)
- InChI Key
- XQLIRTZXJDEQAO-UHFFFAOYSA-N
- Formula
- C5H8N2O2
- SMILES
- CC1CC(=O)NC(=O)N1
- Molecular Weight1
- 128.13
- CAS
- 2434-49-3
- Other Names
-
- 2,4(1H,3H)-Pyrimidinedione, dihydro-6-methyl-
- 4-Methyldihydrouracil
- 5,6-dihydro-5-methyluracil
- 5,6-dihydrothymine
- 5-methyl-5,6-dihydrouracil
- 5-methyldihydropyrimidine-2,4(1H,3H)-dione
- 5-methylhydrouracil
- 6-Methyl-5,6-dihydrouracil
- 6-Methyldihydro-2,4(1H,3H)-pyrimidinedione
- 6-Methyldihydrouracil
- Dihydro-6-methyluracil
- Hydrouracil, 6-methyl-
- Metacil, dihydro-
- NSC 44127
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- 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).
- Psub : Sublimation 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 |
|---|---|---|---|
| ΔcH°solid | [-2592.40; -2592.00] | kJ/mol |
|
| ΔcH°solid | -2592.00 | kJ/mol | NIST |
| ΔcH°solid | -2592.40 | kJ/mol | NIST |
| ΔfG° | -54.09 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -291.99 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 18.74 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 49.16 | kJ/mol | Joback Calculated Property |
| log10WS | -0.83 | Crippen Calculated Property | |
| logPoct/wat | -0.396 | Crippen Calculated Property | |
| McVol | 93.550 | ml/mol | McGowan Calculated Property |
| Pc | 5304.68 | kPa | Joback Calculated Property |
| Tboil | 566.09 | K | Joback Calculated Property |
| Tc | 826.71 | K | Joback Calculated Property |
| Tfus | 499.99 | K | Joback Calculated Property |
| Vc | 0.337 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [221.19; 295.01] | J/mol×K | [566.09; 826.71] |
|
| Cp,gas | 221.19 | J/mol×K | 566.09 | Joback Calculated Property |
| Cp,gas | 235.27 | J/mol×K | 609.53 | Joback Calculated Property |
| Cp,gas | 248.80 | J/mol×K | 652.96 | Joback Calculated Property |
| Cp,gas | 261.65 | J/mol×K | 696.40 | Joback Calculated Property |
| Cp,gas | 273.71 | J/mol×K | 739.84 | Joback Calculated Property |
| Cp,gas | 284.87 | J/mol×K | 783.28 | Joback Calculated Property |
| Cp,gas | 295.01 | J/mol×K | 826.71 | Joback Calculated Property |
| Psub | [1.27e-04; 1.11e-03] | kPa | [379.15; 401.16] |
|
| Psub | 1.27e-04 | kPa | 379.15 | Enthalp... |
| Psub | 1.38e-04 | kPa | 379.15 | Enthalp... |
| Psub | 1.31e-04 | kPa | 379.15 | Enthalp... |
| Psub | 1.68e-04 | kPa | 381.18 | Enthalp... |
| Psub | 1.63e-04 | kPa | 381.18 | Enthalp... |
| Psub | 1.57e-04 | kPa | 381.18 | Enthalp... |
| Psub | 1.90e-04 | kPa | 383.14 | Enthalp... |
| Psub | 1.98e-04 | kPa | 383.14 | Enthalp... |
| Psub | 1.97e-04 | kPa | 383.14 | Enthalp... |
| Psub | 2.42e-04 | kPa | 385.15 | Enthalp... |
| Psub | 2.43e-04 | kPa | 385.15 | Enthalp... |
| Psub | 2.34e-04 | kPa | 385.15 | Enthalp... |
| Psub | 3.01e-04 | kPa | 387.19 | Enthalp... |
| Psub | 2.87e-04 | kPa | 387.19 | Enthalp... |
| Psub | 2.98e-04 | kPa | 387.19 | Enthalp... |
| Psub | 3.64e-04 | kPa | 389.15 | Enthalp... |
| Psub | 3.46e-04 | kPa | 389.15 | Enthalp... |
| Psub | 3.59e-04 | kPa | 389.15 | Enthalp... |
| Psub | 4.20e-04 | kPa | 391.15 | Enthalp... |
| Psub | 4.42e-04 | kPa | 391.15 | Enthalp... |
| Psub | 4.27e-04 | kPa | 391.15 | Enthalp... |
| Psub | 5.38e-04 | kPa | 393.19 | Enthalp... |
| Psub | 5.21e-04 | kPa | 393.19 | Enthalp... |
| Psub | 5.08e-04 | kPa | 393.19 | Enthalp... |
| Psub | 6.13e-04 | kPa | 395.16 | Enthalp... |
| Psub | 6.33e-04 | kPa | 395.16 | Enthalp... |
| Psub | 6.32e-04 | kPa | 395.16 | Enthalp... |
| Psub | 7.37e-04 | kPa | 397.15 | Enthalp... |
| Psub | 7.86e-04 | kPa | 397.15 | Enthalp... |
| Psub | 7.56e-04 | kPa | 397.15 | Enthalp... |
| Psub | 9.06e-04 | kPa | 399.19 | Enthalp... |
| Psub | 9.51e-04 | kPa | 399.19 | Enthalp... |
| Psub | 8.82e-04 | kPa | 399.19 | Enthalp... |
| Psub | 1.11e-03 | kPa | 401.16 | Enthalp... |
| Psub | 1.10e-03 | kPa | 401.16 | Enthalp... |
| Psub | 1.07e-03 | kPa | 401.16 | Enthalp... |
Similar Compounds
![2H-Pyrido[2,1-b]quinazolin-6-one, 1,3,4,6,7,8,9,10-octahydro-8-methyl.](data:image/png;base64,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)
![Glutaramic acid, 2-[3-(2-chloroethyl)ureido]-, l(-).](data:image/png;base64,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)
Find more compounds similar to 5,6-Dihydro-6-methyluracil.
Sources
- Crippen Method
- Crippen Method
- Enthalpies of formation of 5,6-dihydro-5-methyluracil and 5,6-dihydro-6-methyluracil
- Joback Method
- McGowan Method
- NIST Webbook
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