Physics Challenge: Building a Newspaper Structure

  • Thread starter Thread starter Humblepeasant
  • Start date Start date
  • Tags Tags
    Challenge Physics
AI Thread Summary
The challenge involves constructing a newspaper structure that can support a 1500.0g weight at its center, prioritizing weight capacity, material usage, and span. A cylindrical bridge design with triangular trusses is proposed, but there is uncertainty regarding optimizing both span and mass. Participants suggest defining a function to calculate total points based on the criteria, which could involve using standard structural designs and calculus for optimization. The discussion emphasizes the relationship between mass and span in achieving the best design. Effective strategies and calculations are essential for maximizing performance in this physics challenge.
Humblepeasant
Messages
1
Reaction score
0
Hi Physics forums,

I have been approached by an interesting challenge proposed by my colleagues. The goal is to build a structure completely out of newspaper with the longest span to support a 1500.0g weight at its centre point, duct tape allowed to connect ends. The point scheme is as follows (in order of priority):

1. Ability to support the 1500.0g weight at its centre point
2. Amount of material used (mass)
3. Span

I am having a dilemma on the design of the structure. I was thinking of having a cylindrical bridge with triangular trusses at the bottom, but I am confused how to have the optimal span and mass. Any suggestions?
 
Physics news on Phys.org
Humblepeasant said:
Hi Physics forums,

I have been approached by an interesting challenge proposed by my colleagues. The goal is to build a structure completely out of newspaper with the longest span to support a 1500.0g weight at its centre point, duct tape allowed to connect ends. The point scheme is as follows (in order of priority):

1. Ability to support the 1500.0g weight at its centre point
2. Amount of material used (mass)
3. Span

I am having a dilemma on the design of the structure. I was thinking of having a cylindrical bridge with triangular trusses at the bottom, but I am confused how to have the optimal span and mass. Any suggestions?

Since the mass and span are related, you would need to specify the function that will be used to calculate the total points. Then you should be able to use some standard structures and some calculus to get an idea what the optimization would look like for max points.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
Back
Top