Velocity problem of drop test in radioss
Hi all,
I am working on 3 m landing gear drop test in radioss. The material is aluminum. I set it as M2. Partial model is listed blow. I cannot put the whole model due to confidential problem. I chose type 7 in self contact interface. I chose infinite plane as rigid wall, with a distance 10 mm from the bottom of landing gear. Then, I set initial velocity as -7500 mm/s along Z direction, calculate by v=(2gh)^(1/2).
Now results confused me. In velocity, when the bottom of landing gear impact on ground, the velocity became slower, however, the top part did not stop, retaining 7500 mm/s velocity, even if the bottom part deformed. Results are listed blow.
Is that right? Can anyone help me. Thanks in advance.
Regards,
ANQI
Answers
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can any one help, please?
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Hi,
it is expected segments away from the impact zone will experience delayed deceleration.
can you share slow motion animation (gif format) with many frames per second?
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it really confused me.
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Hi anqi,
I hope you have applied the INVEL to all the nodes.
Kindly check once the node connectivity between the solid and shell elements and try running the simulation to a longer duration (As I can see only 3e-3 sec of run time at last frame, which is small time to bring whole model to rest. [assuming unit system: mm, s, ton, N]).
Kindly verify the initial velocity value also.
Thanking You.
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HI Pritam,
Thanks to your reply.
Yes, the INVEL have already been applied to all the nodes, the value was 7500 mm/s. The ground was near the bottom of landing gear.
After changing Tstop to 0.02 sec, the velocity also show the same trend. At time 1.5e-2 sec, the bottom panel show a significant deformation, but the whole structure still have a big velocity. The parameters of type 7 I used are shown below. both types I have used, but show the same trend.
Could you help explaining that?
Many thanks in advance.
ANQI
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as can be seen from the animation below, the top of the column (away from impact) decelerates only after the stress wave propagates through the whole length.
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