Load Distribution of an Arch Bridge

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Discussion Overview

The discussion centers around the load distribution of a spaghetti bridge designed for a grade 9 science project. Participants explore how a static vertical load applied at the center of the bridge affects the distribution of forces along the structure, particularly focusing on the roles of the 'spokes' and the lower beam in maintaining structural integrity.

Discussion Character

  • Homework-related
  • Technical explanation
  • Exploratory

Main Points Raised

  • One participant inquires about calculating how a static vertical load would be distributed along the spaghetti bridge, specifically asking if the lengths and angles of the spokes are sufficient to determine the load vectors.
  • Another participant suggests that the structure may be statically indeterminate and proposes that finite element analysis could be a suitable method for obtaining load distribution, while also questioning if it could be modeled as a truss.
  • Several participants request the original diagram to be shared in a more accessible file format to facilitate discussion.

Areas of Agreement / Disagreement

There is no consensus on the method for calculating load distribution, as participants express differing views on the structure's properties and the appropriate analytical approaches. The discussion remains unresolved regarding the best way to analyze the bridge.

Contextual Notes

Participants note the potential complexity of the bridge's load distribution due to its statically indeterminate nature, which may require advanced analysis techniques. There are also limitations regarding the accessibility of the attached diagram, which could affect the clarity of the discussion.

asaver
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Ive made a spaghetti bridge for my grade 9 science class and I was wondering if anyone could help me find out how a static vertical load from the center my spaghetti bridge would be distributed along my structure to the edges. It is made entirely out of spahetti and hot glue and is designed to primarily bear the load on the 'spokes' of the bridge and the lower beam is designed to keep the arch compressed.

Ive a attached a word doc with the diagram on it.
NOTE: 20mm of the bridge sits on each side.

If this is just too hard to figure out i was wondering if anyone could tell me how i would calculate the proportion of the load each of the 9 'spokes' would bear under a vertical load. Is the lengths and the angles enough to calculate these vectors?

Thanks
alex
 

Attachments

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Could you, by any chance, post your attached file in a portable file format, so I could open it? Posting in a nonportable, proprietary file format is not a good idea, if you want everyone to be able to see it.
 
nvn said:
Could you, by any chance, post your attached file in a portable file format, so I could open it? Posting in a nonportable, proprietary file format is not a good idea, if you want everyone to be able to see it.

Im not to sure if this is what you meant, but I've attached a .jpg file.
thanks
 

Attachments

  • Bridge Diagram.jpg
    Bridge Diagram.jpg
    18 KB · Views: 1,109
asaver: It currently appears your structure is internally statically indeterminate. Someone please correct me if I am wrong. Therefore, it appears the only easy way to obtain the load distribution within your structure is to perform a finite element analysis using a finite element analysis program.

You might (?) be able to model it as, and solve it as, a truss. But I'm currently not sure about that.
 

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