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Please be aware that this old REACH registration data factsheet is no longer maintained; it remains frozen as of 19th May 2023.

The new ECHA CHEM database has been released by ECHA, and it now contains all REACH registration data. There are more details on the transition of ECHA's published data to ECHA CHEM here.

Diss Factsheets

Environmental fate & pathways

Other distribution data

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Administrative data

Endpoint:
other distribution data
Type of information:
calculation (if not (Q)SAR)
Remarks:
Migrated phrase: estimated by calculation
Adequacy of study:
key study
Study period:
2012
Reliability:
2 (reliable with restrictions)
Rationale for reliability incl. deficiencies:
other: calculation according to accepted formulas

Data source

Reference
Reference Type:
other company data
Title:
Unnamed
Year:
2012
Report date:
2012

Materials and methods

Test guideline
Qualifier:
no guideline available
Deviations:
not applicable
Principles of method if other than guideline:
Accepted equation for calculation of octanol-air partition coefficient.
GLP compliance:
no
Type of study:
volatility
Media:
air - biota

Test material

Constituent 1
Reference substance name:
perfluorotributyl amines
IUPAC Name:
perfluorotributyl amines

Results and discussion

Any other information on results incl. tables

log Koa of ≤0.88 was calculated using the experimental dimensionless Henry's Law constant (Kaw) of ≥166000 at 22 °C and the experimental log Kow of 6.1 (dimensionless Kow = 1260000) at 23 °C.

Applicant's summary and conclusion

Conclusions:
log Koa of ≤0.88 was calculated using the experimental dimensionless Henry's Law constant (Kaw) of ≥166000 at 22 °C and the experimental log Kow of 6.1 (dimensionless Kow = 1260000) at 23 °C.
Executive summary:

The octanol and air partition coefficient (Koa) of perfluorotributylamine (FC-43) was calculated from the experimental dimensionless Henry’s Law constant of ≥166000 (22 °C) and the average experimental log Kow of 6.1 (dimensionless Kow = 1260000; 23 °C) using the simple relationship: Koa = Kow/Kaw.