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Author: bouloumagbouloumag Date: Jul 31, 2008 17:49
I am working on a 3d finite volume scheme for an advection-diffusion-
reaction problem involving a large number of chemical species (more
than 60) and a large domain (an big lake for example). Since this
scheme will be used on large problem, I want it to be as efficient as
possible. The linear operators are splitted in 2 :
(1) advection-diffusion is solved using a fully implicit finite volume
discretisation with a multigrid method for solving the linear system
of equations
(2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
stiff ODE.
The transport (1) actually have the following form
do specie=1, nbSpecies
call construct_matrix(specie)
call solve_linear_system(specie)
end do
and takes a lot of time on the computer.
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Author: Rich TownsendRich Townsend Date: Jul 31, 2008 19:18
> I am working on a 3d finite volume scheme for an advection-diffusion-
> reaction problem involving a large number of chemical species (more
> than 60) and a large domain (an big lake for example). Since this
> scheme will be used on large problem, I want it to be as efficient as
> possible. The linear operators are splitted in 2 :
>
> (1) advection-diffusion is solved using a fully implicit finite volume
> discretisation with a multigrid method for solving the linear system
> of equations
> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
> stiff ODE.
>
> The transport (1) actually have the following form
>
> do specie=1, nbSpecies
> call construct_matrix(specie)
> call solve_linear_system(specie)
> end do
> ...
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Author: stephane.gaudreaultstephane.gaudreault Date: Jul 31, 2008 21:07
On 31 juil, 22:18, Rich Townsend barVOIDtol.udel.edu> wrote:
>> I am working on a 3d finite volume scheme for an advection-diffusion-
>> reaction problem involving a large number of chemical species (more
>> than 60) and a large domain (an big lake for example). Since this
>> scheme will be used on large problem, I want it to be as efficient as
>> possible. The linear operators are splitted in 2 :
>
>> (1) advection-diffusion is solved using a fully implicit finite volume
>> discretisation with a multigrid method for solving the linear system
>> of equations
>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>> stiff ODE.
>
>> The transport (1) actually have the following form
>
>> do specie=1, nbSpecies
>> call construct_matrix(specie)
>> call solve_linear_system(specie)
>> end do ...
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Author: mrestellimrestelli Date: Aug 1, 2008 00:52
On Aug 1, 4:18 am, Rich Townsend barVOIDtol.udel.edu> wrote:
>> I am working on a 3d finite volume scheme for an advection-diffusion-
>> reaction problem involving a large number of chemical species (more
>> than 60) and a large domain (an big lake for example). Since this
>> scheme will be used on large problem, I want it to be as efficient as
>> possible. The linear operators are splitted in 2 :
>
>> (1) advection-diffusion is solved using a fully implicit finite volume
>> discretisation with a multigrid method for solving the linear system
>> of equations
>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>> stiff ODE.
>
>> The transport (1) actually have the following form
>
>> do specie=1, nbSpecies
>> call construct_matrix(specie)
>> call solve_linear_system(specie)
>> end do ...
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Author: fjfj Date: Aug 1, 2008 03:29
On 1 août, 09:52, "mreste...@ gmail.com" gmail.com> wrote:
> On Aug 1, 4:18 am, Rich Townsend barVOIDtol.udel.edu> wrote:
>
>
>
>>> I am working on a 3d finite volume scheme for an advection-diffusion-
>>> reaction problem involving a large number of chemical species (more
>>> than 60) and a large domain (an big lake for example). Since this
>>> scheme will be used on large problem, I want it to be as efficient as
>>> possible. The linear operators are splitted in 2 :
>
>>> (1) advection-diffusion is solved using a fully implicit finite volume
>>> discretisation with a multigrid method for solving the linear system
>>> of equations
>>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>>> stiff ODE.
>
>>> The transport (1) actually have the following form
> ...
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Author: bouloumagbouloumag Date: Aug 2, 2008 09:21
On 31 juil, 20:49, boulou...@ gmail.com wrote:
> I am working on a 3d finite volume scheme for an advection-diffusion-
> reaction problem involving a large number of chemical species (more
> than 60) and a large domain (an big lake for example). Since this
> scheme will be used on large problem, I want it to be as efficient as
> possible. The linear operators are splitted in 2 :
>
> (1) advection-diffusion is solved using a fully implicit finite volume
> discretisation with a multigrid method for solving the linear system
> of equations
> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
> stiff ODE.
>
> The transport (1) actually have the following form
>
> do specie=1, nbSpecies
> call construct_matrix(specie)
> call solve_linear_system(specie)
> end do
> ...
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Author: s.c.kramers.c.kramer Date: Aug 2, 2008 11:32
On Aug 2, 5:21 pm, boulou...@ gmail.com wrote:
> On 31 juil, 20:49, boulou...@ gmail.com wrote:
>
>
>
>> I am working on a 3d finite volume scheme for an advection-diffusion-
>> reaction problem involving a large number of chemical species (more
>> than 60) and a large domain (an big lake for example). Since this
>> scheme will be used on large problem, I want it to be as efficient as
>> possible. The linear operators are splitted in 2 :
>
>> (1) advection-diffusion is solved using a fully implicit finite volume
>> discretisation with a multigrid method for solving the linear system
>> of equations
>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>> stiff ODE.
>
>> The transport (1) actually have the following form
>
>> do specie=1, nbSpecies ...
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Author: bouloumagbouloumag Date: Aug 2, 2008 12:29
On 2 août, 14:32, s.c.kra...@ gmail.com wrote:
> On Aug 2, 5:21 pm, boulou...@ gmail.com wrote:
>
>
>
>> On 31 juil, 20:49, boulou...@ gmail.com wrote:
>
>>> I am working on a 3d finite volume scheme for an advection-diffusion-
>>> reaction problem involving a large number of chemical species (more
>>> than 60) and a large domain (an big lake for example). Since this
>>> scheme will be used on large problem, I want it to be as efficient as
>>> possible. The linear operators are splitted in 2 :
>
>>> (1) advection-diffusion is solved using a fully implicit finite volume
>>> discretisation with a multigrid method for solving the linear system
>>> of equations
>>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>>> stiff ODE.
>
>>> The transport (1) actually have the following form ...
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Author: Gordon SandeGordon Sande Date: Aug 2, 2008 13:12
On 2008-08-02 15:32:50 -0300, s.c.kramer@ gmail.com said:
> On Aug 2, 5:21 pm, boulou...@ gmail.com wrote:
>> On 31 juil, 20:49, boulou...@ gmail.com wrote:
>>
>>
>>
>>> I am working on a 3d finite volume scheme for an advection-diffusion-
>>> reaction problem...
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Author: fjfj Date: Aug 3, 2008 04:42
> On 31 juil, 20:49, boulou...@ gmail.com wrote:
>
>
>
>> I am working on a 3d finite volume scheme for an advection-diffusion-
>> reaction problem involving a large number of chemical species (more
>> than 60) and a large domain (an big lake for example). Since this
>> scheme will be used on large problem, I want it to be as efficient as
>> possible. The linear operators are splitted in 2 :
>
>> (1) advection-diffusion is solved using a fully implicit finite volume
>> discretisation with a multigrid method for solving the linear system
>> of equations
>> (2) chemistry is solved using a Runge-Kutta-Rosenbrock solver for
>> stiff ODE.
>
>> The transport (1) actually have the following form
>
>> do specie=1, nbSpecies ...
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