No, ACF, as well as ADM does not know about design variables (they are evaluated the moment you submit your simulation). And you can't reference a solver variable either.
But what you are trying to do in your example above is to jump the rotational motion from 2.532° to 0° at t=2. That should cause a huge spike in all internal forces (looks like your model is kinematic constrained with 0 DOF so it might work).
But you can as well define the motion in the model as a displacement function:
FUN=IF(time-2:2.532d,0,0)
and you don't have to change it in the acf at all. And here you can use design variables.
Actually it is a simple steering system including hooke joints. So i am achieving in here calculating non-uniformity in different steering positions.
In order to simulate all positions conditions and run optimization study, in the past i have done this kind of approach. Actually system is working so far, however i would like to also add some parameters on initial condition i stucked there.
Thank you for your advice, i will use that approach.
It is easier to parameterize the model in the correct way and run the optimization directly in View.
It is a little pickling to get the parameterization of the hooke joints and clocking angle correct, but once it is done, you have a model with a couple of hardpoints (2, 3 or 4 depending on how you want to work with the model) that you can move + one variable for clocking angle to change. Then I typically run one revolution (on the steering wheel) with constant angular velocity and has an objective for max variation of the angular velocity of the output shaft.