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This O
paper O
presents O
a O
computational O
approach O
for O
simulating O
the O
deposition S-CONPRI
flow O
that O
occurs O
in O
the O
Large O
Area S-PARA
Additive B-MANP
Manufacturing E-MANP
( O
LAAM O
) O
process S-CONPRI
and O
the O
effects O
on O
the O
final O
short B-MATE
fiber E-MATE
orientation S-CONPRI
state O
in O
the O
deposited O
polymer S-MATE
bead S-CHAR
and O
the O
resulting O
bead S-CHAR
mechanical O
and O
thermal B-CONPRI
properties E-CONPRI
. O
The O
finite B-CONPRI
element I-CONPRI
method E-CONPRI
is O
used O
to O
evaluate O
Stokes O
flow O
for O
a O
two-dimensional S-CONPRI
planar O
flow O
field O
within O
a O
Strangpresse O
Model S-CONPRI
19 O
LAAM O
polymer S-MATE
deposition S-CONPRI
nozzle O
. O
A O
shape O
optimization S-CONPRI
method O
is O
employed O
to O
compute O
the O
shape O
of O
the O
polymer B-MATE
melt E-MATE
flow O
free B-CONPRI
surface E-CONPRI
below O
the O
nozzle S-MACEQ
exit O