Nonlinear Dynamic Response of a Printed Circuit Board to Shock Loads Applied to Its Support Contour

1992 ◽  
Vol 114 (4) ◽  
pp. 368-377 ◽  
Author(s):  
E. Suhir

We evaluate the nonlinear dynamic response of a flexible printed circuit board (PCB) to the following two types of shock loads acting on its support contour: 1) suddenly applied constant acceleration and 2) periodic instantaneous impacts. The purpose of the analysis is to determine the maximum accelerations experienced by the electronic components and devices surface mounted on the board. We show that when the support contour is immovable (nondeformable) and the deflections are large, it is important to account for the nonlinear effects. These are due to the in-plane (“membrane”) forces in the PCB and can possibly result in substantially higher accelerations than those predicted by a linear theory. The obtained formulas are easy-to-use and enable one to evaluate the maximum displacements (amplitudes), velocities, and accelerations of the surface-mounted devices, as well as the maximum dynamic stresses in the board. These formulas can be helpful when choosing the appropriate PCB type and dimensions, and the most rational lay-out of the components on the board.

1992 ◽  
Vol 59 (2S) ◽  
pp. S253-S259 ◽  
Author(s):  
E. Suhir

Treating a printed circuit board (PCB) as a thin flexible rectangular plate, we evaluate its dynamic response to periodic shock loads applied to the support contour. The effect of the load periodicity on the amplitudes, accelerations, and stresses is analyzed for transient and steady-state damped linear vibrations, as well as for steady-state undamped nonlinear vibrations. It is shown that the transient nonresonant linear response can exceed the steady-state response by up to two times, and that the linear approach can be misleading in the case of a nondeformable support contour and intense loading. The obtained results can be of help when evaluating the accelerations, experienced by surface mounted electronic components and devices, and the dynamic stresses in a PCB of the given type, dimensions, and support conditions.


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