How Do I Calculate Floor Loading for My Structure?

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Discussion Overview

The discussion revolves around calculating floor loading for a structure, specifically addressing how to determine the pressure exerted on the floor by the structure based on its weight and the area of support pads. The scope includes technical reasoning and practical application in structural design.

Discussion Character

  • Technical explanation
  • Debate/contested
  • Experimental/applied

Main Points Raised

  • One participant proposes two methods for calculating floor loading: dividing the total weight by the overall floor area or by the area of the pads.
  • Another participant challenges both methods, stating that the force on the pads depends on weight distribution and the specific setup, indicating that pressure may not be uniform across the surface.
  • A later reply mentions the importance of considering maximum floor load limits and suggests that the total load appears acceptable but warns against relying solely on average calculations.
  • One participant describes using simulation software to determine reaction forces and floor loading, noting that some pads exceed the imposed floor loading limit and expressing concerns about the aesthetic impact of larger pads.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the correct method for calculating floor loading, with multiple competing views on the implications of weight distribution and pad size. The discussion remains unresolved regarding the best approach to take.

Contextual Notes

Limitations include the dependence on specific weight distribution, the configuration of the pads, and the assumptions made about uniform pressure across the floor area.

Saint.V8
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Been trying to bend my head round something that is no doubt so simple it is unreal...!

I am designing a structure that has a total weight of 1.6 tonnes (1600kg), the structure floor area is 8m x 3.5m and sits on 8 pads of 500mm x 500mm.

To calculate the floor loading do I:

Divide the weight by the floor area i.e (1600 x 9.81) / (8 x 3.5) = 560.6 N/m2

or

Divide the weight by the total floor area of the pads i.e. (1600 x 9.81) / ((0.5 x 0.5) x 8) = 7848 N/m2

??

It is driving me nuts, any help is a massive step forward!
 
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Neither.
The force on the individual pads will depend on the weight distribution of the structure, the positions of the pads and some more details of the setup. In the ideal case, all 8 pads get the same force and apply it uniformly to the ground, then the second calculation gives the pressure at the pads.
The first calculation will always give the average over the whole room, but pressure won't be uniform over the whole surface.
 
Many thanks for the reply, I thought as much that it may be neither of those solutions.

I attach some diagrams of the structure to give a better understanding of the question. In the question above I used roughly generic figures, the images show the final dimensions.

It has to be located in an area with 3.35kN/m2 maximum floor load...

The stress model shows that for the load the structure has to withstand I cannot reduce the material sizes to lighten the structure and it is coming in at the 1.6 tonnes mark as it is!

Hope the images give a better indication.
 

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So ~7m^2 for most of the load. At least the total load looks fine, but don't rely on that. And single pads could still lead to issues.
 
Further too...

Used the simulation software to tell me the reaction forces, then using the area of each pad on the reaction forces to give me the floor loading force.

2 images attached, one with the original 0.5m square pads and one with 1m square pads under the 'heavy' end...whilst the smaller pads on the end of the structure are over the imposed floor loading limit of 3.35kN/m^2, I can make the pads larger at that end to compensate...my only issue now is from a 'form' point of view...doesn't look very pretty with dirty great steel pads on the floor!

Ho hum, the scourge of the designer...form/function etc.!
 

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Thanks, to all for letting me be parts of this form.
 

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