L

Lagrangian Boundary Heat Transfer
The rate of heat transfer to the boundary from incident Lagrangian parcels. Temporary storage is retained.
Function Name: LagrangianBoundaryHeatTransfer
Dimensions: [Power]
Default units: W
Type: Scalar
Activated by: Two-Way Coupling, Energy models, Impingement Heat Transfer
Lagrangian Charge Density
The total particle charge per unit cell volume.
Function Name: LagrangianChargeDensity
Dimensions: [Electric Charge/Volume]
Default units: s-A/m^3
Type: Scalar
Activated by: Coulomb Force, Two-Way Coupling
Lagrangian Energy Source
The rate of energy transfer to the continuous phase from all Lagrangian phases with a Two-Way Coupling model. It is the quantity S E in Eqn. (3052) and Eqn. (3054). Temporary storage is retained.
Function Name: LagrangianEnergySource
Dimensions: [Power]
Default units: W
Type: Scalar
Activated by: Material Particles, Two-Way Coupling, Energy models
Lagrangian Mass Source
The rate of mass transfer to the continuous phase from all Lagrangian phases with a Two-Way Coupling model. It is the quantity S m in Eqn. (3047) and Eqn. (3049). Temporary storage is retained.
Function Name: LagrangianMassSource
Dimensions: [Mass/Time]
Default units: kg/s
Type: Scalar
Activated by: Material Particles, Two-Way Coupling, Mass Transfer models
Lagrangian Momentum Source
The rate of momentum transfer to the continuous phase from all Lagrangian phases with a Two-Way Coupling model. It is the quantity S v in Eqn. (3043) and Eqn. (3045). Temporary storage is retained.
Function Name: LagrangianMomentumSource
Dimensions: [Force]
Default units: N
Type: Vector
Activated by: Material Particles, Two-Way Coupling
Lagrangian Species Source (<Species>)
The rate of mass transfer of <species> to the continuous phase from all Lagrangian phases with a Two-Way Coupling model. Temporary storage is retained.
Function Name: code_name
Dimensions: [dimensions]
Default units: units
Type: type
Activated by: Material Particles, Two-Way Coupling, Mass Transfer models, Species models
Lamb Vector
The cross product of velocity and vorticity, which is defined as L v × × v .
Function Name: LambVector
Dimensions: [Length/Time2]
Default units: m/s2
Type: Vector
Activated by: Flow models
Lambda 2 Criterion
The scalar defined by the second eigenvalue of ( S 2 + Ω 2 ) when sorted from minimum to maximum, where S is the strain-rate tensor and Ω is the spin tensor. Values of λ 2 < 0 can be interpreted as vortex regions, while values equal to or greater than 0 have no physical interpretation.
Function Name: Lambda2
Dimensions: [/Time2]
Default units: /s2
Type: Scalar
Activated by: Flow models
Laminar Flame Speed
S l , 0 in Eqn. (3573).
Function Name: LaminarFlameSpeed
Dimensions: [Velocity]
Default units: m/s
Type: Scalar
Activated by: Flame Surface Density Transport model
Laminar Flame Thickness
δ l in Eqn. (3915).
Function Name: LaminarFlameThickness
Dimensions: [Length]
Default units: m
Type: Scalar
Activated by: Flame Surface Density Transport model
Layer[n]::Film Thickness
For multilayer film casting, the thickness of later n . Corresponds to h i in Eqn. (746).
Function Name: Layer[n]::FilmThickness
Dimensions: [Length]
Default units: m
Type: Scalar
Activated by: Film Casting
Least Squares Quality
Least squares quality is an indicator of the quality of a cell that is based on the physical location of a cell centroid relative to the cell centroid locations of its face-neighbors. (Available when the Cell Quality Remediation model is used).
See Mesh Quality: Least Squares Quality.
Function Name: LeastSquaresQuality
Dimensions: [Dimensionless]
Default units: N/A
Type: Scalar
Activated by: Volume mesh models
Lighthill Pressure
p l in Eqn. (4730).
Function Name: LighthillPressure
Dimensions: [Pressure]
Default units: Pa
Type: Scalar
Activated by: Lighthill Wave
Lighthill Source
∇⋅ h in Eqn. (4730).
Function Name: LighthillSource
Dimensions: [Pressure/Length^2]
Default units: Pa/m2
Type: Scalar
Activated by: Lighthill Wave
Requires: Temporary Storage Retained (Acoustic Wave solver)
Lighthill Stress Tensor ij
where ij can be XX, XY, XZ, YY, YZ, or ZZ
The sound the specific normal stress, shear, nonlinear acoustic generation processes T i j . T x z , T y z , and T z z are activated only in three-dimensional simulations.
Function Name: LighthillStressTensorij
Dimensions: [Velocity2-Mass/Volume]
Default units: (m/s)2-kg/m3
Type: Scalar
Activated by: Lighthill Stress Tensor
Liquid Residence Time <Phase>
The Liquid Residence Time of the melting-solidifying phase.
Function Name: LiquidResisdenceTime[Phase]
Dimensions: [Time]
Default units: s
Type: Scalar
Activated by: Criteria Functions
Liquid Zone Index of <phase interaction>
Index of the contiguous liquid zone. A Liquid Zone Index value is assigned to each liquid cell, indicating the enclosed liquid zone to which the cell belongs. Shrinkage, and the appropriate phase replacement, is computed for each of the zones that have the same Liquid Zone Index.
Function Name: LiquidZoneIndex[PhaseInteraction]
Dimensions: [Dimensionless]
Default units: N/A
Type: Scalar
Activated by: Macro Porosity
Lithium/Salt Concentration
c in Eqn. (4102).
Function Name: LiIonBatteryConcentration
Dimensions: [Quantity/Volume]
Default units: kmol/m^3
Type: Scalar
Activated by: Li-Ion Concentration
Lithium/Salt Diffusivity
D 0 in Eqn. (4104).
Function Name: LiIonBatteryConcentrationDiffusivity
Dimensions: [Length^2/Time]
Default units: m^2/s
Type: Scalar
Activated by: Li-Ion Concentration
Lithium Cation Transference Number
t + 0 in Eqn. (4103).
Function Name: ElectrolyteLiTransferance
Dimensions: [Dimensionless]
Default units: N/A
Type: Scalar
Activated by: Li-Ion Concentration
Loading Surface Term [Receiver Name]
p′ L ( x , t ) in Eqn. (4761) for general flows and in Eqn. (4763) for flows with rigid body motion or moving reference frames. In each equation, the field function is normalized with face-area. The unsteady motion of the force distribution on the body surface generates the Eqn. (4752) noise.
Function Name: <ReceiverName>::LoadingSurfaceTerm
Dimensions: [Mass/Length3-Time2]
Default units: kg/m3-s2
Type: Scalar
Activated by: On-the-Fly FW-H
Local Direction Field
Corresponds to the local direction field f defined in Eqn. (4337) and Eqn. (4336).
Function Name: LocalDirectionField
Dimensions: [Dimensionless]
Default units: N/A
Type: Vector
Activated by: Excitation Coil, Finite Element Excitation Coil
Local Heat Transfer Coefficient
The local heat transfer coefficient is the heat transfer coefficient between the near-wall cell and the boundary. It is dependent upon the distance between the boundary and the near-wall cell, the thermal properties of the media and, in the case of turbulent flow, the near-wall turbulence state. Because of the dependence on the mesh, do not consider this quantity as a bulk heat transfer coefficient.

In a multiphase continuum, a version of this field function is created for each phase. These field functions are volume fraction weighted for each phase. The local heat transfer coefficient is the sum of the local heat transfer coefficients for each phase. This summation is valid because the phase-specific coefficients are already volume fraction weighted.

For harmonic balance cases, the value of the coefficient is a time-mean.

Function Name: LocalHeatTransferCoefficient
Dimensions: [Power/Length2-Temperature]
Default units: W/m2-K
Type: Scalar
Activated by: Coupled Energy, Coupled Solid Energy, Segregated Fluid Enthalpy, Segregated Fluid Temperature, Segregated Solid Energy
Local Heat Transfer Reference Temperature
The local heat transfer reference temperature is the effective temperature that can be used to linearize the total heat flux to the boundary with respect to the boundary temperature:
q ˙ t o t a l = h local ( T ref - T w )
where:
  • h local is the local heat transfer. coefficient
  • T w is the boundary temperature.
The effect of radiation is explicitly included in this quantity. This quantity is useful for export to external CAE packages with the local heat transfer coefficient.
In a multiphase continuum, a version of this field function is created for each phase. These field functions are not volume fraction weighted.
For a multiphase fluid, the local heat transfer reference temperature is given by:
( h i × T r i ) / h i
where:
  • h i is the local heat transfer coefficient of phase i
  • T r i is the local heat transfer reference temperature of phase i
For harmonic balance cases, the value of the temperature is a time-mean.
Function Name: LocalHeatTransferReference Temperature
Dimensions: [Temperature]
Default units: K
Type: Scalar
Activated by: Coupled Energy, Coupled Solid Energy, Segregated Fluid Enthalpy, Segregated Fluid Temperature, Segregated Solid Energy
LocalMeshReplacer::SubMeshId
Function Name: LocalMeshReplacer::SubMeshId
Dimensions: [Dimensionless]
Default units: N/A
Type: Scalar
Activated by:
Local Solidification Time of <Phase> @ <Critical Temperature>
The Local Solidification Time of the melting-solidifying phase at the critical temperature.
Function Name: LocalSolidificationTime[Phase]_[CriticalTemperature]
Dimensions: [Time]
Default units: s
Type: Scalar
Activated by: Criteria Functions
Local Time Step
The time-step used in the cell under consideration.
Function Name: LocalTimeStep
Dimensions: [Time]
Default units: s
Type: Scalar
Activated by: Flow models
Log Strain Tensor
For non linear stress-strain analysis, the tensor field function represents the spatial logarithmic strain tensor, as defined in Eqn. (4449).
Function Name: LogStrainTensor
Dimensions: [Dimensionless]
Default units: N/A
Type: SymmetricTensor
Activated by: Solid Stress
Lorentz Force Density
See Eqn. (4377).
Function Name: LorentzForceDensity
Dimensions: [Force/Volume]
Default units: N/m^3
Type: Vector
Activated by: One-Way Coupled MHD, Two-Way Coupled MHD