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February 18, 2026 at 4:22 pm
BALA
SubscriberHello all
I am doing Random vibration analysis of pcb with components. I want to calculate the curvature at pcb but Ansys does not give it directly so can anyone suggest is there anyway to calculate it.
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February 18, 2026 at 4:58 pm
Armin
Ansys EmployeeHello,
Curvature is essentially the second derivative of displacement with respect to a path. Currently, in Mechanical, you can create results along a path, but you cannot perform operations such as taking the second derivative. Therefore, you will need to use APDL commands. Below is a test case featuring a generic PCB where curvature along a path is calculated using APDL commands. See if you can modify and utilize this for your application.
RESUME /POST1 set,first ! load the first set of results in the results file path,p1,2,10,50 ! define a path made of 2 points, store up to 10 results, 50 intermediate points ppath,1,,-160,0.8,-58.5 ! define point 1 ppath,2,,0,0.8,-58.5 ! define point 2 pdef,uymap,u,y ! map UY displacement onto path pcalc,deri,slope_x,uymap,s ! calculate first derivative of UY w.r.t. distance along the path pcalc,deri,curv_x,slope_x,s ! calculate second derivative of UY w.r.t. distance along the path /show,png plpath,uymap ! plot UY plpath,curv_x ! plot curvature /show,close -
February 18, 2026 at 5:57 pm
BALA
Subscriberthank you for your reply, i have read that in Random Vibration as displacement is RMS so taking double derivative is not correct? is it right?
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February 18, 2026 at 6:23 pm
Armin
Ansys EmployeeNo problem at all.
When performing random vibration analysis, the displacement results are typically reported as root mean square (RMS) values, which represent a statistical measure of the response due to non-deterministic, broadband excitation. Calculating curvature by taking the second spatial derivative of RMS displacement along a path is a valid approach, as long as you understand that the resulting curvature is also an RMS value. However, other forum members may chime in and share their experiences.
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