kengwit
Civil/Environmental
- Sep 28, 2007
- 1
I am trying to use ABAQUS Explicit to do a static analysis followed by a dynamic analysis.
I am trying to model the effects of impact load at the ground surface on a buried pipe. The Young's modulus of the pipe is very high relative (1000 times higher) to the soil elements.
Here's the problem:
In the analysis there are 2 steps:
In Step 1, I want to do a quasi-static analysis to obtain a reasonable static. To speed up run time I tried using mass scaling *FIXED MASS SCALING and the static solution was reasonable based on a comparison with the static implicit case. The mass scaling adjusts the masses so that a single reasonably large time increment is used.
Now, in Step 2, the load is immediately stepped an additional 30% at the start of the step and then kept constant at that level. In this step, the scaled masses are reset by reissuing the *FIXED MASS SCALING. But what I am observing is that there are very high accelerations emanating from the pipe at the start (time=0)of the step. This doesn't make sense because my disturbance hasn't propagated and reached the pipe.
I think it is because when I reset (reduced) my masses back to the original values, it is doing something with the accelerations: a=M^(-1)*F
So when I reduced the mass the accelerations jumped significantly. As I mentioned before, the pipe stiffness is very high relative to the soil, so during the first step, the mass has to be reduced drastically to obtain a reasonable time step, and when the mass change during the reset in Step 2 is also huge.
Has anybody encountered such a situation? Is my reasoning correct? Right now, I a running the quasi-static without mass scaling but ramping the load up slowly and smoothly. Any suggestions on speeding things up will be appreciated.
Thanks.
I am trying to model the effects of impact load at the ground surface on a buried pipe. The Young's modulus of the pipe is very high relative (1000 times higher) to the soil elements.
Here's the problem:
In the analysis there are 2 steps:
In Step 1, I want to do a quasi-static analysis to obtain a reasonable static. To speed up run time I tried using mass scaling *FIXED MASS SCALING and the static solution was reasonable based on a comparison with the static implicit case. The mass scaling adjusts the masses so that a single reasonably large time increment is used.
Now, in Step 2, the load is immediately stepped an additional 30% at the start of the step and then kept constant at that level. In this step, the scaled masses are reset by reissuing the *FIXED MASS SCALING. But what I am observing is that there are very high accelerations emanating from the pipe at the start (time=0)of the step. This doesn't make sense because my disturbance hasn't propagated and reached the pipe.
I think it is because when I reset (reduced) my masses back to the original values, it is doing something with the accelerations: a=M^(-1)*F
So when I reduced the mass the accelerations jumped significantly. As I mentioned before, the pipe stiffness is very high relative to the soil, so during the first step, the mass has to be reduced drastically to obtain a reasonable time step, and when the mass change during the reset in Step 2 is also huge.
Has anybody encountered such a situation? Is my reasoning correct? Right now, I a running the quasi-static without mass scaling but ramping the load up slowly and smoothly. Any suggestions on speeding things up will be appreciated.
Thanks.