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发表于 2005-5-16 23:44:58
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来自 美国
Re:请教: BF和BFE的区别
Here is the answer got from ANSYS techsuport, it seems BFE is a better way to apply load... ,
again, thanks for all the suggestions
Solution 6428:
==============
How are heat generation rates (HGEN) applied via BF versus BFE?
===============================================================
Q: How are heat generation rates (HGEN) applied via the BF command
versus the BFE command?
A: If you specify a heat generation with the BF command, ANSYS will
multiply that value by the weighted nodal volume of each element
that touches that node. However, if the BFE command is used, the
specified value will be taken "as is" for the given elements.
Therefore, the BFE command is easier to work with. A small
example is shown below:
/prep7
/view,,1,2,3
/pnum,volu,1
block,0,1,0,1,0,11
block,2,3,0,1,0,11
mp,ex,1,1.93E+11 ! N/m^2
mp,nuxy,1,0.29 ! unitless
mp,dens,1,8030.0 ! kg/m^3
mp,kxx,1,16.3 ! W/m-C
mp,c,1,502.0 ! J/kg-C
et,1,solid70
esize,1.0
vmesh,all
fini
/solu
time,1
autots,on
nsubst,5,10,5
nsel,s,loc,z,0
nsel,r,loc,x,0,1 ! all nodes at end of bar #1
esln ! accompanying element
nsle ! corresponding nodes (8 of them)
bf,all,hgen,10000.0 ! 10,000 W/m^3 specified
nsel,s,loc,z,0
nsel,r,loc,x,2,3 ! all nodes at end of bar #2
esln ! accompanying element
nsle ! corresponding nodes (8 of them)
bfe,all,hgen,1,15000.0 ! 15,000 W/m^3 specified
esel,all
nsel,s,ext
nsel,r,loc,z,2,11 ! exterior nodes form z=2 to end of bars
sf,all,conv,0.1,0.0 ! hf=0.1 W/m^2-C and Tbulk=0 degrees C
nsel,all
save
solve
fini
/post1
set,last
plnsol,temp
/eof
These two bars have equivalent loading. The BF command is
used for the first bar and the BFE command is used for the
second bar. Each element is 1.0 m^3, so the following holds:
Bar #1:
=======
Element #1 has 8 nodes that are loaded with 10,000.0 W/m^3
and element #2 (adjoining element) has 4 nodes with the
same loading. ANSYS takes 1/8 of the element volume for
each node times the heat generation, which gives:
E1 => 8 nodes * (0.125 m^3 per node * 10,000 W/m^3) = 10,000 Watts
E2 => 4 nodes * (0.125 m^3 per node * 0 W/m^3)
+ 4 nodes * (0.125 m^3 per node * 10,000 W/m^3) = 5,000 Watts
Therefore, the total Load in bar #1 is 15,000 Watts
Bar #2:
=======
Element #12 has 8 nodes that are loaded with 15,000.0 W/m^3
via the BFE command, so the adjoining element (#13) does
not see the loading. ANSYS takes 1/8 of the element volume
for each node times the heat generation, which gives:
E12 => 8 nodes * (0.125 m^3 per node * 15,000 W/m^3) = 15,000 Watts
Therefore, the total Load in bar #2 is 15,000 Watts, as well. |
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