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We do need to do more work on evaporation, but we would prefer to integrate the
evaporation and movement equations separately. In short, the time step for
movement
is based on the droplet's speed, and the time step for evaporation would be
based
(mainly) on the droplet's size.
I will mark this as "On Hold" to keep it as a suggestion when we look at this
routine again. In the meantime, if you can suggest a robust integration scheme
for
the evaporation, we'd like to hear it.
Original comment by mcgra...@gmail.com
on 25 Mar 2008 at 12:07
Let's keep in mind though, that we may have to start integrating them jointly,
since
they are so tightly coupled. Has anyone checked what fraction of heat and mass
balances do those droplets, that require movement sub-time stepping, actually
represent?
Adding myself to Cc.
Original comment by shost...@gmail.com
on 26 Mar 2008 at 12:59
The biggest issue with moving droplets is not the sub-time steps, but rather
the
drag coefficient. Currently, we assume the droplets are completely indepedent
of
each other. When the spray is dense, the drag coefficient should be reduced
because
droplets are "protected" by their neighbors.
For evaporation, it is the very small droplets that cause the problems, because
they
evaporate so rapidly, and again, each evaporates independently of neighbors.
Original comment by mcgra...@gmail.com
on 26 Mar 2008 at 1:16
Simo -- I have not had a chance to work on this. Has the issue arisen in your
work
with water mist?
Original comment by mcgra...@gmail.com
on 7 Nov 2008 at 6:37
Kevin, before going home this friday, I just started runs of a single mist
nozzle.
One with standard FDS, and one with drag coefficient reduction formula that was
published in Int. Journal of Multiphase flow. The current version is an extreme
- as
if all the droplets were moving in a row. That is, I'm using a formula for the
second of the two trailing spheres. If this shows any significant effect, I
must
find a way to compute how strongly I actually reduce the drag, based on local
volume
fraction of liquid (which is sometimes quite grid sensitive, though).
Original comment by shost...@gmail.com
on 7 Nov 2008 at 8:22
I started this discussion and I would like to make a clear statement: The
problem for
a single isolated droplet is very simple: There are three equations to be
solved for
each droplet: mass, impulse, energy. These equations should be solved
simultaneously
using the same integration scheme.
Because of obstacles in the way, the simple explicit EULER is a good choice to
keep
things simple. To keep mathematics straight all droplets should be integrated
using
the same time step. In order to obtain reasonable results the time step should
be
chosen small enough, i.e. the droplet should interact with each grid cell it is
passing through. This is what has to be done if we only look at the droplet.
But now comes the big problem: the Lagrangian droplet is interacting with the
Eulerian flow field which is modelled as turbulent Smagorinski. I have not the
slightest idea how this interaction has to be modelled adequately.
But I have modified the part.f90 such that the droplets are integrated as
described
above using a subtime step of Delta L / Umax = 0.1 and I have run many tests.
The
finding is that the interaction has a substantial effect on the results.
Cuuting off
by FLUXMAX is not the solution.
My personal findings are:
1) the droplet spray is not modelled adequately: primary break up, secondary
break up
and reduced drag are missing
2) The droplet - flow interaction is an unresolved issue but of substantial
influence
on the results
3) Final conclusion: We need specific experiments to develop reliable
simulation models.
Original comment by m...@grs.de
on 8 Nov 2008 at 7:45
I am transferring control over this Issue to Simo Hostikka, who has been
working
with the droplet routine recently. Before I leave, let me just say that NIST
has
invested millions of dollars in water spray experiments over the past few
decades. I
appreciate that there are still issues, like break-up and turbulence
interaction,
but I do not think that these are as important as fire suppression, both solid
and
gas phase. I would prefer to put resources into suppression. We can model water
sprays reasonably well, but suppression is still in its infancy. For me, the
biggest
single issue for droplets is the reduction in drag of the droplets near the
nozzle.
If we can solve this problem, then I would suggest focussing on suppression
issues.
Original comment by mcgra...@gmail.com
on 10 Nov 2008 at 8:22
I am closing this issue. The droplet routines have been changed significantly
since this posting. Let's start a new issue if there are still remaining
problems.
Original comment by mcgra...@gmail.com
on 26 Feb 2013 at 3:00
Original issue reported on code.google.com by
m...@grs.de
on 25 Mar 2008 at 9:46