Calculating the loads at different points on a base frame

AI Thread Summary
The discussion focuses on calculating the loads at various points on a frame supporting a 6,060 kg fan, with the center of gravity indicated in an attachment. The frame is assumed to be rigid, and vertical reaction forces (Rz) at each of the eight support points were calculated, with values ranging from approximately 7,122 N to 7,869 N. Participants inquire about the calculation methods and confirm that all frame members have the same cross-sectional dimensions of 200h x 90w. A more complex analysis would be required if the frame's cross-sectional dimensions were to be considered. The conversation emphasizes the importance of understanding load distribution in structural mechanics.
Peirianeg
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The attachment provided shows a frame in which a large fan is to be rested on. The fan has a weight of 6,060 kg and the location of the centre of gravity is shown in the attachment. I would like to know how to calculate the loads at each point. Could anyone please provide some help on this problem?
 

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  • Frame Loading.png
    Frame Loading.png
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I assume that the fan contacts all 8 points shown on the frame.

Do all the members of the frame have the same cross section, i.e., does the frame use the same structural shapes for all members?

What is the axis of rotation of the fan? Are you concerned about any change in fan reactions for the static condition versus when the fan is operating?
 
Peirianeg: Assuming the frame is relatively very stiff (rigid-body mechanics), and using g = 9.81 m/s^2, then the vertical reaction force (Rz) at each support point would be as follows.

Code:
Point   Rz

  1    7504 N
  2    7634
  3    7731
  4    7279
  5    7409
  6    7506
  7    7171
  8    7214

If you do not want a rigid-body mechanics solution, then you would need to incorporate the cross-sectional dimensions of the frame members, in which case the problem would become more difficult.
 
Last edited:
Many thanks nvn, I was wondering if you could possibly show your calculation methods if that's okay. And it would be considered as a rigid-body.
 
Peirianeg: I made a mistake in post 3, which is now corrected, below.

Assuming the frame is relatively very stiff (rigid-body mechanics), and using g = 9.81 m/s^2, then the vertical reaction force (Rz) at each support point would be as follows.

Code:
Point   Rz

  1    7436 N
  2    7685
  3    7869
  4    7150
  5    7399
  6    7583
  7    7122
  8    7205

If you do not want a rigid-body mechanics solution, then you would need to incorporate the cross-sectional dimensions of the frame members, in which case the problem would become more difficult.
 
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Thanks for the update, would it be okay if you could show how you calculated the load at each point please? All members have the same cross-sectional dimensions which are 200h x 90w.
 
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