Registration Dossier
Registration Dossier
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EC number: 610-199-1 | CAS number: 446292-04-2
Vapour pressure
Administrative data
- Endpoint:
- vapour pressure
- Type of information:
- experimental study
- Adequacy of study:
- other information
- Reliability:
- 1 (reliable without restriction)
Data source
Reference
- Reference Type:
- study report
- Title:
- Unnamed
- Year:
- 2 006
- Report date:
- 2007
Materials and methods
Test guideline
- Qualifier:
- according to guideline
- Guideline:
- EU Method A.4 (Vapour Pressure)
- GLP compliance:
- yes (incl. QA statement)
- Type of method:
- gas saturation method
Test material
- Reference substance name:
- 4-(4-nitrophenyl)morpholin-3-one
- EC Number:
- 610-199-1
- Cas Number:
- 446292-04-2
- Molecular formula:
- C10 H10 N2 O4
- IUPAC Name:
- 4-(4-nitrophenyl)morpholin-3-one
- Details on test material:
- Batch no.: BXR2LPC
Constituent 1
Results and discussion
Vapour pressure
- Temp.:
- 25 °C
- Vapour pressure:
- 0 hPa
- Remarks on result:
- other: With the optimized Antoine equation the vapour pressure for T = 25°C is calculated.
Applicant's summary and conclusion
- Executive summary:
The vapour pressure was determined at different temperatures by the gas saturation method. The value for 25°C was extrapolated by use of the Antoine equation. A nitrogen gas stream flows through about 0,5 g of the test item coated on glass beads at different constant temperatures. With a nitrogen stream slowly enough, it is saturated with the test item according to it's pure-component vapour pressure: the partial pressure becomes identical to the pure-component vapour pressure. The nitrogen carrier gas stream saturated with the test item is passed into a cold cap (U-tube) leading to condensation of all vapourized test item. The condensed test item is dissolved with a solvent and the condensed amount of the test item is determined by means of a gas chromatography. With the ratio of the mass of the evaporated test item to the volume of the saturated nitrogen at a defined temperature, th partial pressure of the test item can be calculated.
With the optimized Antoine equation the vapour pressure for T = 25°C is calculated: p (hPa) = 1.08 E -06.
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