Work calculation for lifting a Tetrahedron-shaped object from the water

In summary: I did that, mg, buoyancy, pressure, and crane (imaginary) forces. The above statement suggests you may be ‘double counting’ the force of buoyancy.
  • #36
Frabjous said:
It’s a work integral of a fully submerged volume. This is an incomplete thread because the discussion moved to a private conversation. I believe the OP is satisfied.
The OP looks to me to still be doing an incorrect computation of the buoyant force.
 
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  • #37
Charles Link said:
The OP looks to me to still be doing an incorrect computation of the buoyant force.
He’s calculating the work done by gravity and buoyancy of a fully submerged constant volume that is lifted height L-h.
 
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  • #38
Frabjous said:
He’s calculating the work done by gravity and buoyancy of a fully submerged constant volume that is lifted height L-h.
Thank you=I just re-read the title of the post=the work to lift the object. I would expect to see ## W=\int F \cdot ds ##, but my mistake. :)
 
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