I with my design engineering homewrk

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SUMMARY

The forum discussion revolves around a design engineering assignment requiring the calculation of the maximum weight a cardboard boat, made from a single sheet measuring 4 feet by 8 feet, can float. The user, Brooke, initially calculates the volume of a boat with dimensions 2' by 2' by 4' to be 32 cubic feet, leading to a weight capacity of 1996.8 pounds based on the water weight of 62.4 pounds per cubic foot. However, the discussion highlights the importance of understanding Archimedes' principle, which states that the weight of the water displaced equals the weight of the boat, necessitating careful consideration of the boat's design to avoid sinking.

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  • Understanding of Archimedes' principle
  • Basic knowledge of volume and weight calculations
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This discussion is beneficial for design engineering students, educators in engineering disciplines, and hobbyists interested in boat design and buoyancy principles.

vondutchgurl
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i was given an assignment in my design engineering class...it goes as follows:

What is the maximum amount of weight that can float in a boat made out of 1 sheet of cardboard 4 feet by 8 feet in size...when flat but it can be folded and cut and glued in any shape you choose.
**you also have to be able to prove your solution**

If the dimensions were 2' by 2' by 4' then the volume would be 32
and then next would i have to times 32 by 62.4 ( weight of water per cubis foot) to give me the answer.?

cuz it would come out too be 1996.8 pounds...and it seems to me that that's a little to much for a cardboard box on water to hold

if anyone could help me with this that would be awesome
thanks
-brooke



thanks--- :biggrin:
brooke
 
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This isn't exactly my field, but it might help to know what those dimensions are. I would assume it would support the maximum weight if it displaced the maximum volume for the given area, which makes it a relatively simple extreme-value problem.
 
you need to remember archamedias in this problem because the weifgt of the water displaced is also the weight of the water inside so you can't fill it to the top cause if you do then it would sink
 

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