![2,4,8,10-Tetraoxaspiro[5.5]undecane](/cid/53-931-9/2-4-8-10-Tetraoxaspiro-5-5-undecane.png "2,4,8,10-Tetraoxaspiro[5.5]undecane")
- InChI
- InChI=1S/C7H12O4/c1-7(2-9-5-8-1)3-10-6-11-4-7/h1-6H2
- InChI Key
- BGCSUUSPRCDKBQ-UHFFFAOYSA-N
- Formula
- C7H12O4
- SMILES
- C1OCC2(CO1)COCOC2
- Molecular Weight1
- 160.17
- CAS
- 126-54-5
- Other Names
-
- Formaldehyde, cyclic diacetal with pentaerythritol
- Pentaerythritol bisformal
- Pentaerythritol cyclic diformal
- Pentaerythritol diformal
- Pentaerythritol, bis(cyclic acetal) with formaldehyde-
- Pentaerythritol, dimethylene-
- 5,5'-Spirobi-m-dioxane
- 5,5'-Spirobi-1,3-dioxane
- NSC 139455
- 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).
- ΔsubH° : Enthalpy of sublimation 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).
- Tboilr : Boiling point at reduced pressure (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 | -3767.00 | kJ/mol | NIST |
| ΔfG° | -273.20 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -565.43 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 24.20 | kJ/mol | Joback Calculated Property |
| ΔsubH° | 73.00 ± 2.00 | kJ/mol | NIST |
| ΔvapH° | 49.06 | kJ/mol | Joback Calculated Property |
| log10WS | 0.36 | Crippen Calculated Property | |
| logPoct/wat | -0.019 | Crippen Calculated Property | |
| McVol | 111.250 | ml/mol | McGowan Calculated Property |
| Pc | 4672.09 | kPa | Joback Calculated Property |
| Tboil | 507.10 | K | Joback Calculated Property |
| Tc | 753.39 | K | Joback Calculated Property |
| Tfus | 321.35 | K | Joback Calculated Property |
| Vc | 0.385 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [278.52; 363.04] | J/mol×K | [507.10; 753.39] | 
|
| Cp,gas | 278.52 | J/mol×K | 507.10 | Joback Calculated Property |
| Cp,gas | 295.57 | J/mol×K | 548.15 | Joback Calculated Property |
| Cp,gas | 311.20 | J/mol×K | 589.20 | Joback Calculated Property |
| Cp,gas | 325.60 | J/mol×K | 630.25 | Joback Calculated Property |
| Cp,gas | 338.92 | J/mol×K | 671.29 | Joback Calculated Property |
| Cp,gas | 351.34 | J/mol×K | 712.34 | Joback Calculated Property |
| Cp,gas | 363.04 | J/mol×K | 753.39 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 354.70 | K | 0.10 | NIST |
Similar Compounds
![2,4,8,10-Tetraoxaspiro[5.5]undecane, 3,9-diethenyl-.](data:image/png;base64,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)
![Propane, 1,1'-[methylenebis(oxy)]bis[2-methyl-.](data:image/png;base64,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)
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