How can one determine the weight of a boat submerged in water?

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    Boat Water Weight
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Discussion Overview

The discussion revolves around determining the weight of a boat submerged in water, focusing on concepts of buoyancy, displacement, and the relationship between the volume of water displaced and the weight of the boat. The scope includes theoretical and conceptual aspects of physics related to buoyancy and submerged objects.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants suggest that if the boat is floating, its weight equals the weight of the volume of water displaced, provided the volume and density of the water are known.
  • Others argue that knowing the volume of water displaced (V_f) alone does not determine the weight of the boat, as it only indicates the volume of the submerged portion.
  • One participant emphasizes that buoyancy is directly related to the weight of the fluid displaced, asserting that this is the essence of buoyancy.
  • There is a contention regarding the need to know the height of the boat that is not submerged to calculate its weight, with some participants asserting that this is unnecessary.
  • A later reply humorously notes that a fully submerged boat is akin to a submarine, implying that typical boats are not designed to be fully submerged.

Areas of Agreement / Disagreement

Participants express differing views on the relationship between buoyancy, displacement, and the weight of the boat. There is no consensus on whether knowing the volume of water displaced is sufficient to determine the weight of the boat, and the discussion remains unresolved.

Contextual Notes

Some statements rely on assumptions about the design of the boat and its state of submersion, which may not be universally applicable. The discussion also reflects varying interpretations of buoyancy and displacement principles.

alister718
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if i tell you that water displaced in terms of (Volume initial and Vfinal ) is Vf how would i be able (if you can) to calculate the weight of the boat?
 
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If the boat is floating it's weight is equal to the weigth of the volume of water displaced.
If you know the volume and density of the water you have the weight of the boat.
 
Last edited:
Buoyancy has nothing to do with it?
 
V_f would not allow you to know the weight of the boat, It would only allow you to know the volume of the boat. You must also know the material that the boat is made from in order to find the weight.

The displaced water dictates how much upward force is exerted on the boat.
 
alister718 said:
Buoyancy has nothing to do with it?
That is buoyancy. That's what buoyancy is!
In physics, buoyancy is the upward force on an object produced by the surrounding fluid (i.e., a liquid or a gas) in which it is fully, or partially immersed, due to the pressure difference of the fluid between the top and bottom of the object. The net upward buoyancy force is equal to the magnitude of the weight of fluid displaced by the body.
http://en.wikipedia.org/wiki/Buoyancy
 
Math Jeans said:
V_f would not allow you to know the weight of the boat, It would only allow you to know the volume of the boat. You must also know the material that the boat is made from in order to find the weight.
No. Think about that a little more. Why would this tell you the volume of the boat? Most of the boat is not submerged! So the volume of water displaced is only the volume of the submerged portion of the boat...
The displaced water dictates how much upward force is exerted on the boat.
Yes, and...? How much upward force does the floor exert on you...?
 
if order to do this we would need to find the height of the boat that is not submerged
 
Sorry, I thougt that the implication was the the boat was fully submerged. My mistake.
 
alister718 said:
if order to do this we would need to find the height of the boat that is not submerged
No, no, no, no, no.

Look at the equation for buoyant force! You only need to know one thing (that isn't a constant) and you gave it in your opening post!
 
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  • #10
Math Jeans said:
Sorry, I thougt that the implication was the the boat was fully submerged. My mistake.
A boat designed to run fully-submerged is called a "submarine"...

A boat that is not designed to run fully-submerged but is must have a hole (or holes) in it, so it's sunken displacement tells you nothing about its weight or volume.
 

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