davezil
New member
- Jul 2, 2009
- 5
hi all,
I've been a long time lurker ,this is my first post.I'm glad to be joining your community.
my problem :
I try to validate an aircraft fuselage fem model(built in nastran/patran),by comparing the axial stresses derived from nastran to a cantilever beam analytic Mc/I.
in the model I applied 20000 lbs up force near the nose end and clamped the tail end.for the analytic solution I choose several stations along the body and computed the inertia(from the model),NA,and moment(20,000* distance to station) for each.
The analytic solution for axial stress varies linearly with height(obviously),but the FEM stress distribution gets asymptotic at the extremes (see attachment).
Results deviate up to 40% from the analytical solution at the upper and lower stringers.
I'm pretty confident the model is ok and the results derived are correct ,finally this leaves me with the probable possibility the model is not similar enough(it also has doors cutouts) to a cantilever beam.
if you could please explain the fem stress distribution and maybe offer a more suitable analytic approach than euler-bernolli beam. (in my case l/D~1200/200=6)
thx
I've been a long time lurker ,this is my first post.I'm glad to be joining your community.
my problem :
I try to validate an aircraft fuselage fem model(built in nastran/patran),by comparing the axial stresses derived from nastran to a cantilever beam analytic Mc/I.
in the model I applied 20000 lbs up force near the nose end and clamped the tail end.for the analytic solution I choose several stations along the body and computed the inertia(from the model),NA,and moment(20,000* distance to station) for each.
The analytic solution for axial stress varies linearly with height(obviously),but the FEM stress distribution gets asymptotic at the extremes (see attachment).
Results deviate up to 40% from the analytical solution at the upper and lower stringers.
I'm pretty confident the model is ok and the results derived are correct ,finally this leaves me with the probable possibility the model is not similar enough(it also has doors cutouts) to a cantilever beam.
if you could please explain the fem stress distribution and maybe offer a more suitable analytic approach than euler-bernolli beam. (in my case l/D~1200/200=6)
thx