walter1998
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How does an hourglass's weight change while sand is dripping in it? (better be in a diagram)
The discussion revolves around how the weight of an hourglass changes as sand drips through it. Participants explore the concept of weight, the effects of falling sand, and the implications of various experiments related to this phenomenon.
Participants do not reach a consensus on whether the weight of the hourglass changes as the sand falls. Multiple competing views remain regarding the definition of weight and the implications of the experiments discussed.
The discussion highlights limitations in definitions and assumptions about weight, as well as the complexity of the dynamics involved in the hourglass scenario. There are unresolved questions regarding the relationship between the motion of the sand and the weight readings observed.
W=mg that is what weight is. I think that when the sands are falling it is a kind of free fall; so some of the hourglasses's weight should diminish.voko said:Start by saying what you think "weight" is and why it should be changing.
walter1998 said:W=mg that is what weight is
walter1998 said:I think that when the sands are falling it is a kind of free fall; so some of the hourglasses's weight should diminish.
http://www.physics.ucla.edu/demoweb...m_and_collisions/weight_of_an_hour_glass.htmlvoko said:OK.
There is nothing about falling, free or otherwise, or not falling at all, in the definition above. Why should the weight change then?
Can you demonstrate it in a diagram?or give a link of it?voko said:The truth is that experiment measures the tilt of the scales (which they call "weight reading"), and nothing else.
They explain why that "reading" is different from the static case. The details are complicated, and depend not only on the motion of the sand, but on the motion of the pans, too.

You posted a good link yourself:walter1998 said:Can you demonstrate it in a diagram?or give a link of it?