Me too...
Iawia, try this. A lot simpler:
Get and record the dry weight of a covered jar using a string around its neck attached to and hanging from a scale. Then fill the jar completely with water and secure the lid. Record that weight. With the full jar still attached to the scale, completely submerge the jar and record the weight. Remove the lid from the jar but leave it resting on the jar. Record that weight. On
We'd be glad to explain the results.
Lol you guys are funny. Rather than throwing insults on how I try and dupe my peers with foolish biased experiments, I'd much rather discuss how the system is flawed, why, and perhaps try and correct it. Cowboybob, as I have stated at least twice in this thread already, I am not concerned with weight, and it is not under debate . All of my peers agree with the dry and wet weights, and I have already done all the math to prove to myself that this is indeed the case: The weight of a submerged vessel filled with water and the weight of a submerged vessel with its lid unsealed weighs exactly the same.
You must pls try and cast aside notions of buoyancy and gravity centers because they do get screwy when parts are not symmetric and not in air! This is critical,
we must just follow the math, and the actual behavior the pieces empirically. It appears that both of you are intelligent but you MUST do this in order to not be persuaded by an inaccurate assumptions. I know this is hard to do.
WRONG. Why on earth would you make that assumption? That's exactly the opposite of what would happen.
It should read: If entrained water does count toward CB or CG then their locations will shift from their original location
I suppose we should step back a second and define what this statement actually means. You are correct strantor, CB or CG would shift if their masses did count toward CB/CG locations. However, the opposite is also true, there would be a shift if they did not count, the question is SHIFT FROM WHERE? This is splitting hairs, so the conclusion I have come to is that entrained masses do indeed count toward CB/CG locations as stated in my conclusion on the scratch paper. My bad for the mix up.
WRONG. Once again, precisely the opposite.
Correction: Hence: if there is NO notable rotation then entrained masses (sealed and unsealed) DO NOT count toward CG and CB
Not sure where you are getting this quote from strantor but I say (see case 2 in the image middle of the page) the opposite. If I did say this somewhere else then I am incorrect. Consider case 1. The assembly is symmetric, and the string is centered over CB/CB. The vessels on each end are sealed. There will be no rotation because the force centers are on top of each other. case 2 NOW IF the vessel on the right becomes UNSEALED what happens to CB/CG? One school says (the one I subscribe too) nothing will happen, no rotation will occur because entrained mass (sealed or unsealed) will count toward CB/CG. IF IT DOES NOT COUNT, it will shift toward the left because that entrained mass no longer counts toward the weighted sum to compute CB/CG. CB/CG centers would no longer be atop of each other and would cause rotation. PLS explain why this you believe is not correct.
In any event, I have already performed the experiment and have determined that since there was no rotation, entrained water sealed or unsealed does count toward CB/CG, hence, all water in holes or features within the system's control volume must be counted toward CB/CG despite the fact that they do not weigh anything in water. If you are not convinced you should perform the experiment yourself. It is a fully unbiased experiment BTW.
Correction: CONCLUSION: WATER INSIDE OF HOLES IN PART DO NOT COUNT TOWARD CB/CG LOCATIONS!!!
Unfortunately, the opposite is true. I encourage you to perform the experiment yourself and perform the cb/cg locations by hand so you can see for yourself the truth about entrained masses.
Give it a shot. But before you do, consider this:
What is the flotation value, en-trained or not, of 20°C water IN 20°C water? Is it positively, negatively or neutrally buoyant?
Not sure why you are asking this, but I suppose I can answer it for you. Water underwater is technically weightless, as long as it has the same density of its surrounding environment. Thus, it is neutrally buoyant.