I’m quite new to simulation. I tried so simulate a plastic hook (material PC+ABS), respectively two plastic hooks in a housing which is clicked together.
I want to simulate how the deformation looks like (if the hooks are resilient), when the two parts are assembled.
So I didn’t find that so self-explaining and didn’t get any results. So the big question: Can someone do the simulation and help me out, so that I can better understand Simscale?
You can see many snap fit projects in project library page. Some of them you can find here:
Just follow there setup. The only think I would like to mention here is that take only half of your model as it is symmetric on both sides. Also make sure that the snapping component is not sharp but have rather a smooth fillet. Make sure that there adequate refinement along the contacting surfaces.
I must say good work there. You have set it up really well but there are only few problems.
Your displacement value is making the part to move in positive z direction i.e. away from the other. Therefore, just make the value negative and it will move towards the other part.
Your symmetry boundary condition is not properly defined. You have to select the two outer faces. Please see the figure below:
Hey @fbernhardt! I also just figured out that the displacement is too high. Your distance to fully snap it is just 0.0038 m to be exact. You can thus use 0.004 m to make it snap properly. 0.014 is way too high.
Don’t increase maximum runtime since I saw your solution is diverging. The problem is in contact. I am also trying and will get back to you once I have a solution.
Yes! so far I am able to perform until the point it is about to snap properly. After which the simulation diverged every time. I will probably try to do it with a little friction if it may help the immediate sliding to occur less. But this may include more complexities. Below is the figure of the final step of the performed simulation:
Formulas like these are time-dependent meaning that they are incrementally increased over time.
Example: -0.0036t means that at the last time step (which is 1) the displacement “condition” in z-direction of -0.0036[m] will be fulfilled starting at 0 displacement at the initial time t=0. In the next step you will have -0.00360.05[m] and so on.
Hint: Initial time step length [s] is defined in the “Simulation Control” option in the Simulation Designer.