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The synthesis problem of x&y-axis response amplitudes in harmonic response analysis |
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November 3, 2024, 13:32 |
The synthesis problem of x&y-axis response amplitudes in harmonic response analysis
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New Member
han wu
Join Date: Jun 2024
Posts: 4
Rep Power: 2 |
Thanks in advance for reading my question.
The model is shown in the figure 1. It is a 1D rotor model with different radius of cross sections. 1.JPG Then, I build another cylinder coordinate system beside the default global coordinate system, shown in the figure 2. 2.JPG Therefore, in the cylinder coordinate system, x-axis represents the radial movement, and the y-axis represents the tangential movement (in my own understanding). For the input load, I apply a rotating force alongside the Z-axis (in two coordinate systems, both Z-axis represent the axial direction. After the simulation, I got the frequency response vibration amplitude of each axis. The problem is that the vibration amplitude of the Y-axis and Z-axis in the default global coordinate system do not corresponding to the vibration amplitude of X-axis and Y-axis in the cylinder coordinate system. In my opinion, the vibration amplitude should meet the following equation: (left side represent the default global coordinate system, and the right side represent the cylinder coordinate system) (Y^2+Z^2)^(1/2)=(X^2+Y^2)^(1/2) However, the results are shown below: 3.JPG I wonder why these four figures have the same vibration amplitude. Thanks again for your answering. |
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