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how to solve Navier stokes in comsol 4.4
Posted 10.11.2014, 15:00 GMT-5 Version 4.4 2 Replies
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Dear All.
Please am trying to solve coupled navier stokes equation with temperature equation in comsol version 4.4 but don't really know how to input the temperature equation along side with the navier stokes equation as shown below
∇⋅v = 0
( ∂v/ ∂t) +(v ⋅∇v) = −∇P + k∇^2v + F
( ∂T/ ∂t) +(v ⋅∇T) = B∇^2T
and how do i remove this term (∇⋅v)^T in the momentum equation as it is in comsol
Please am trying to solve coupled navier stokes equation with temperature equation in comsol version 4.4 but don't really know how to input the temperature equation along side with the navier stokes equation as shown below
∇⋅v = 0
( ∂v/ ∂t) +(v ⋅∇v) = −∇P + k∇^2v + F
( ∂T/ ∂t) +(v ⋅∇T) = B∇^2T
and how do i remove this term (∇⋅v)^T in the momentum equation as it is in comsol
2 Replies Last Post 12.11.2014, 10:06 GMT-5
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Posted:
1 decade ago
Considering stabilization, it will be much quicker for you to use the built-in interface called Non-Isothermal Flow, which couples and stabilizes the system automatically.
-Niklas
-Niklas
Dear All.
Please am trying to solve coupled navier stokes equation with temperature equation in comsol version 4.4 but don't really know how to input the temperature equation along side with the navier stokes equation as shown below
∇⋅v = 0
( ∂v/ ∂t) +(v ⋅∇v) = −∇P + k∇^2v + F
( ∂T/ ∂t) +(v ⋅∇T) = B∇^2T
and how do i remove this term (∇⋅v)^T in the momentum equation as it is in comsol
Please login with a confirmed email address before reporting spam
Posted:
1 decade ago
Hi Niklas,
Thanks for your response but, I tried to follow the algorithm as show at the bottom of this link
www.uk.comsol.com/model/download/35844/heated_plate_sbs.pdf
I am using comsol version 4.4 Maybe you need to put me through more.
Though, I wish to solve these Eqn. from a point source at a rectangular base of width 2 (ie. Inlet width 2 dimensionless) symmetrical case
computational domain width -100<=x<=100 and vertical Domain 0<=y<=200.
∇⋅v = 0
( ∂v/ ∂t) +(v ⋅∇v) = −∇P + k∇^2v + FT
( ∂T/ ∂t) +(v ⋅∇T) = B∇^2T
in COMSOL 4.4
Thanks
George
Thanks for your response but, I tried to follow the algorithm as show at the bottom of this link
www.uk.comsol.com/model/download/35844/heated_plate_sbs.pdf
I am using comsol version 4.4 Maybe you need to put me through more.
Though, I wish to solve these Eqn. from a point source at a rectangular base of width 2 (ie. Inlet width 2 dimensionless) symmetrical case
computational domain width -100<=x<=100 and vertical Domain 0<=y<=200.
∇⋅v = 0
( ∂v/ ∂t) +(v ⋅∇v) = −∇P + k∇^2v + FT
( ∂T/ ∂t) +(v ⋅∇T) = B∇^2T
in COMSOL 4.4
Thanks
George