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ParticleWithin2dShearFlow.lua File Reference

Functions

function ConstLower_u (x, y, t)
 
function ConstUpper_u (x, y, t)
 
function LinearShearInlet (x, y, t)
 
function ZeroSolution (x, y, t)
 

Variables

parameterNumber dim = 2
 world dimension
 
parameterNumber dt = 0
 
parameterString grid = "grids/shear2d.ugx"
 
parameterNumber linRed = 1e
 
parameterNumber newtonRed = 1e
 
parameterNumber numPreRefs = 3
 number of prerefinements (parallel)
 
parameterNumber numRefs = 3
 number of grid refinements
 
parameterNumber numTimeSteps = 3750
 

Function Documentation

◆ ConstLower_u()

function ConstLower_u ( ,
y  ,
t   
)

location: /home/runner/work/docs/docs/ug4/apps/navier_stokes/MovingParticle/Particle in Shear Flow/2d / ParticleWithin2dShearFlow.lua :172-174

function ConstLower_u(x, y, t)
return -shearVel
function ConstLower_u(x, y, t)
function y
Definition channel.lua:79
function t
Definition channel.lua:79
function *Umax *y end
Definition channel.lua:87

◆ ConstUpper_u()

function ConstUpper_u ( ,
y  ,
t   
)

location: /home/runner/work/docs/docs/ug4/apps/navier_stokes/MovingParticle/Particle in Shear Flow/2d / ParticleWithin2dShearFlow.lua :176-178

function ConstUpper_u(x, y, t)
return shearVel
function ConstUpper_u(x, y, t)

References if().

◆ LinearShearInlet()

function LinearShearInlet ( ,
y  ,
t   
)

location: /home/runner/work/docs/docs/ug4/apps/navier_stokes/MovingParticle/Particle in Shear Flow/2d / ParticleWithin2dShearFlow.lua :168-170

function LinearShearInlet(x, y, t)
return 0.5*shearVel*y, 0.0
function LinearShearInlet(x, y, t)

◆ ZeroSolution()

function ZeroSolution ( ,
y  ,
t   
)

location: /home/runner/work/docs/docs/ug4/apps/navier_stokes/MovingParticle/Particle in Shear Flow/2d / ParticleWithin2dShearFlow.lua :164-166

function ZeroSolution(x, y, t)
return 0.0
function ZeroSolution(x, y, t)

References for().

Variable Documentation

◆ dim

parameterNumber dim = 2

world dimension

◆ dt

parameterNumber dt = 0

◆ grid

parameterString grid = "grids/shear2d.ugx"

◆ linRed

parameterNumber linRed = 1e

◆ newtonRed

parameterNumber newtonRed = 1e

◆ numPreRefs

parameterNumber numPreRefs = 3

number of prerefinements (parallel)

◆ numRefs

parameterNumber numRefs = 3

number of grid refinements

◆ numTimeSteps

parameterNumber numTimeSteps = 3750