October 29, 2021 at 12:11 am

peteroznewman

Subscriber

I don't understand what you mean in your first two sentences.

A 10 N force applied in a harmonic response means that a force with an amplitude of 10 N and a sinusoidal waveform was applied to the structure at a range of frequencies. Let's say you specified a lower frequency of 20 Hz and an upper frequency of 200 Hz with a 20 Hz increment. That means the results of the harmonic response was evaluated at 20, 40 60, ... 160, 180 and 200 Hz. That is 10 points on a graph or 10 contour plots.

To do that in a Transient solution, you need to have 10 transient models. Each one will have a unique input waveform. The first waveform will have a 10 N amplitude with a 20 Hz frequency. The last waveform will have a 10 N amplitude with a 200 Hz frequency.

You need to simulate each Transient for a long enough time for the transient portion of the solution to decay away leaving only the steady-state solution.

In the steady-state portion of the solution, you need to find the time when the maximum response is seen since the response will oscillate over time from a maximum value, through zero to a minimum value. It is the maximum response that is captured in the harmonic response analysis.

I suggest you browse the free courses in the structures category. There are courses on dynamics, modal, harmonic response and transient analysis.

A 10 N force applied in a harmonic response means that a force with an amplitude of 10 N and a sinusoidal waveform was applied to the structure at a range of frequencies. Let's say you specified a lower frequency of 20 Hz and an upper frequency of 200 Hz with a 20 Hz increment. That means the results of the harmonic response was evaluated at 20, 40 60, ... 160, 180 and 200 Hz. That is 10 points on a graph or 10 contour plots.

To do that in a Transient solution, you need to have 10 transient models. Each one will have a unique input waveform. The first waveform will have a 10 N amplitude with a 20 Hz frequency. The last waveform will have a 10 N amplitude with a 200 Hz frequency.

You need to simulate each Transient for a long enough time for the transient portion of the solution to decay away leaving only the steady-state solution.

In the steady-state portion of the solution, you need to find the time when the maximum response is seen since the response will oscillate over time from a maximum value, through zero to a minimum value. It is the maximum response that is captured in the harmonic response analysis.

I suggest you browse the free courses in the structures category. There are courses on dynamics, modal, harmonic response and transient analysis.