Michelsen FlashBub T Method
Calculates the bubble point temperature of a mixture at the given pressure using successive substitution.
Definition
Namespace: DWSIM.Thermodynamics.PropertyPackages
Assembly: DWSIM.Thermodynamics (in DWSIM.Thermodynamics.dll) Version: 10.0.0.0
Array where index 0 is the bubble point temperature (K) and indices 1..n are the converged K-values.
Assembly: DWSIM.Thermodynamics (in DWSIM.Thermodynamics.dll) Version: 10.0.0.0
C#
public Object BubT(
double P,
Object Vx,
Object VKij,
Object VTc,
Object VPc,
Object Vw,
Object KI,
double T = 0,
Object otherargs = null
)VB
Public Function BubT (
P As Double,
Vx As Object,
VKij As Object,
VTc As Object,
VPc As Object,
Vw As Object,
KI As Object,
Optional T As Double = 0,
Optional otherargs As Object = Nothing
) As ObjectParameters
- P Double
- Pressure (Pa) at which to find the bubble temperature.
- Vx Object
- Array of liquid-phase (overall) mole fractions.
- VKij Object
- Binary interaction parameter matrix.
- VTc Object
- Array of critical temperatures (K).
- VPc Object
- Array of critical pressures (Pa).
- Vw Object
- Array of acentric factors.
- KI Object
- Array of initial K-value estimates (0 to auto-generate).
- T Double (Optional)
- Initial temperature estimate (K); uses saturation temperature estimate if 0.
- otherargs Object (Optional)
- Optional additional arguments for the EOS.
Return Value
ObjectArray where index 0 is the bubble point temperature (K) and indices 1..n are the converged K-values.