Inhaltsangabe
Density and viscosity of 1–hexene (6), 1–heptene (7), 1–octene (8), 1–decene (10) and their binary, [25%(6) + 75%(10), 50%(6) + 50%(10), 75%(6) + 25%(10), 25%(6) + 75%(8), 50%(6) + 50%(8), 75%(6) + 25%(8), 50%(6) + 50%(10)] ternary [33,3%(6) + 33,3%(8) + 33,3%(10)] mixtures were simultaneously measured over the temperature range from 193 K to 465 K and at pressures up to 245 MPa using the hydrostatic weighing and falling-body techniques. The expanded uncertainty of the density, pressure, temperature, and viscosity measurements at the 95% confidence level with a coverage factor of k=2 is estimated to be 0.15%-0.30%, 0.05 %, 0.02 K, and 1.5% – 2.0% (depending on temperature and pressures ranges), respectively. Tait–type equation of state (EOS) for pure 6, 7, 8 and 10 was developed using the measured (p,ρ,T) data. Theoretically based Arrehenius – Andrade and Vogel – Tamman – Fulcher type equation with pressure dependent coefficients was used to describe the temperature dependence of measured viscosities for pure olephins.
Reseña del editor
Density and viscosity of 1–hexene (6), 1–heptene (7), 1–octene (8), 1–decene (10) and their binary, [25%(6) + 75%(10), 50%(6) + 50%(10), 75%(6) + 25%(10), 25%(6) + 75%(8), 50%(6) + 50%(8), 75%(6) + 25%(8), 50%(6) + 50%(10)] ternary [33,3%(6) + 33,3%(8) + 33,3%(10)] mixtures were simultaneously measured over the temperature range from 193 K to 465 K and at pressures up to 245 MPa using the hydrostatic weighing and falling-body techniques. The expanded uncertainty of the density, pressure, temperature, and viscosity measurements at the 95% confidence level with a coverage factor of k=2 is estimated to be 0.15%-0.30%, 0.05 %, 0.02 K, and 1.5% – 2.0% (depending on temperature and pressures ranges), respectively. Tait–type equation of state (EOS) for pure 6, 7, 8 and 10 was developed using the measured (p,ρ,T) data. Theoretically based Arrehenius – Andrade and Vogel – Tamman – Fulcher type equation with pressure dependent coefficients was used to describe the temperature dependence of measured viscosities for pure olephins.
„Über diesen Titel“ kann sich auf eine andere Ausgabe dieses Titels beziehen.