Brian,
I have re-read your original posting, and I realise I missed something the first time around.
I assume you are carrying out a spectral response analysis for random excitation. It sounds like you have been given a “Power Spectral Density” (PSD) curve. PSD analysis is commonly used to determine the response of a structure subjected to a statistically averaged random excitation. The random excitation can be a force, acceleration, velocity or displacement.
In the case of PSD the loads applied to the model are expressed as a power spectral density. Typical units for the different types of excitation spectra are m^2/Hz for displacement, (m/s)^2/Hz for velocity, (m/s/s)^2/Hz for acceleration and N^2/Hz for load spectrum. The acceleration spectrum is commonly expressed as g^2/Hz (g=acceleration due to gravity). In this case the actual magnitude of g^2 (e.g. 96.2361 m^2/s^2) must be included in the direction vector.
I don’t honestly know what units your output will be if you forget to include the scaling factor to get back to the basic units of (m/s/s)^2/Hz. I suggest you include the scaling factor in your analysis, and then you can be sure of your units.
I have to admit that I don’t perform this type of dynamic analysis as a rule, so that just about exhausts the extent of my knowledge on PSDs! (I don’t even know whether Pro/Mechanica even supports this type of analysis!)
Hope this helps!
(Much of the above advice came from the Help file associated with a fine Australian FEA package I use - Strand 7 – website
www.strand.aust.com )