I mean, kind of did but I will assume I misread it or you just worded it in a misleading way then.
That's wrong. And I didn't say displacement doesn't affect ε at all?
You can't say it's wrong, then in the same line say actually you didn't say it.
You're actively contradicting yourself.
And no, it isn't wrong. To displace material you need to move it, to move it from the rest of the material you must physically push it, and by pushing it, you act against the strain, which in turn will cause it to snap if pushed past a certain threshold.
Yeah and your argument about that is closer to debunking volume being compressed to the wall than push case.
It isn't. In fact, I would like to ask you to physically prove and math out why that's the case, otherwise cease this line of argument because simply saying something without material backing is just hyper extending this thread.
You keep saying actually I'm debunking my own argument. When that isn't the case, the only way this would be the case, is if I was arguing it under a feat where the concaved area was completely smooth, it is not, it is cracked, it has microfissures, and all the like.
Compression can coexist with the basic material strain of the compressed area.
Pushing, can not, because to push it out, it would need to shear the central volume off the surrounding wall as concrete can not actually bend and deform like that while staying elastic and deforming, as such, the cncaved area wouldn't just be blown inward, but the area, think of it like a plug, would be sheared off the inner wall, but it isn't, the crater creates a slope that aligns with the rest of the wall, it's still connect on the sides. So, if the argument is that in actuality, that volume was pushed back, which in turn would mean it would have to push the material behind it back to, (Which would also mean the depth of the destruction would have to extend the entire wall's thickness, not just the crater's depth), then the "crater", would be visibly disconnected and snapped off the surrounding wall, much like a plug or cork.
"opposing argument" can you stop repeating why pushing case doesn't work which isn't even my argument?
If it isn't your argument, do not enter a conversation where that is actively the topic at hand and then argue it isn't the case.
Good luck with proving how compressing most of the volume won't cause complete crush of material.
Huh? It would? That's part of compression and is even seen in the feat itself with the inner surface of the crater being heavily cracked?
What? If I don't disagree with conclusion but disagree with reasoning you're using for it I'm somehow not allowed to argue against it?
I would say arguing for the sake of arguing is a bit detrimental especially if it leads to a back and forth derailment of the original topic. If it doesn't actually matter to the verdict, it's a bit roundabout, no?
You're the one who argues just for the sake of arguing with messages like "I can do a complex calc if I wanted to" even though I mentioned several times that I agree with push case not working,
I mean I can? Your initial point was that it was simplified to the actual total mechanical interaction, which is true.
But my point wasn't that it's perfect, it was to show that the push case simply isn't possible based on even the most preliminary steps and mechanical science involved.
If you agree the push case doesn't work, then there's literally no other option at play here as the material wouldn't have been ejected out the other end in that scenario, so, if it's destroyed...?
I just mentioned that your calculation is irrelevant for proving push/bending case not working and don't see why my agreement should stop me from addressing that.
Yet it isn't, it's relevant, based on the prior argument involving material deformity and materials such as how a tissue can be deformed under stress without complete shearing.
The calculation, was to show how a napkin, and other such materials, and a brittle substance like concrete, do not behave and deform the same way, and if one where to argue that the concrete simply was pushed through like a cylindrical mass or "plug" or "cork", the top edges around the circular area of the feat would also be snapped off and sheared.
You keep saying that it'll be just small error when the problem is about being completely irrelevant/wrong. (and no, repeating it again, I DON'T ask you to make most accurate version this case or whatever, that's something you pulled up yourself?)
Well, it's relevant, agree to disagree I guess given we've both derailed this enough as it is.
How tf object developing cracks before failure in any way debunks the idea of compressive strength not being used if object doesn't fail under compression???
Because it did? What are you even arguing?
"Besides that, you missed "without breaking" part. Compressive strength isn't just "pressure needed to be able to compress object". However for concrete even 1% volume change is beyond its compressive strength so object will fail before you'll reach that compression. You simply won't be able to compress it significantly without breaking."
Is what you said right? You're arguing that it isn't compression because it doesn't break first?
Well it does, and did?
There's a crater. The crater's volume is, well, a crater.
Do we see cracks? Then it broke under the pressure first.
Realistically, it broke under the pressure being being compressed, we obviously just don't see the whole nearly instant process relative to the energy of the impact and speed with how it's drawn, but we see the end result that aligns well enough.
Or are you saying that the whole wall should have shattered? Why? It's a, comparatively, small area over the side of a multiple story building? That's also completely fine? We have a term called the Poisson’s effect, which is when you compress (or stretch) a solid in one way, it tends to expand (or contract) in the perpendicular directions, the common example used back in school was just how if you squeeze a rubber eraser, it gets thinner top-to-bottom but bulges sideways.
Given we're talking about a wall that looked to be well over 10m, or however long that alley was, this is well within reason? The actual crater only cavers a very negligible total surface? The cracks and fissures we see would have compressed residue, and the bulging over the width of the wall would account for anything else to the point it'd be basically imperceptible.
Cracking stress is lower, and you can't treat compressive strength value as what's needed to compress without breaking it, cracks won't be enough.
It does crack tho, that's like, the entire reason why people were arguing it as frag originally?
Also, your 2 claims literally can't work together.
1. You're saying thay displacement of same volume will result in failure, that material like concrete won't be able to endure it. So it's not a possible case for the feat.
Yep. If it truly was pushed out the back side of the wall, the crater would not align with the rim and line up with the wall, it would be sheared off on its internal sides like a plug. This isn't what is shown to us. The argument prior for it was simply some materials can be deformed like that and still align just fine.
Concrete can not do that, if this was true, the crater would not be shown the way it is seen.
2. You're also saying that compressing that volume to the wall while opposite side remains the same is possible, and there being cracks are fine.
Yep.
Cracks make sense, in fact there should be, realistic compression also creates microfractures that permeate and fuse into larger cracks, and the material atop that is being compressed down, gets essentially shoved into this cracks like filling up a tray or gash.
The opposite of the wall, tbh there should be a bit of spalling, but some spalling due to the tensile wave would just add to the feat, and would not detract from the material that got compressed. It would simply add some additional destroyed volume we can't calculate onto the feat, but given we can't exactly see that, we can't exactly add onto it so we just ignore it.
But the argument was never there'd be spalling or fragmentation in the back on top of the compression, it was that the compression we see, the crater, actually isn't one, and it appears that way due to the volume being dislodged and pushed back, which is what the argument you opted to reply toward was commenting on.
But, it'd be fine either way because what a material compresses, it also bulges to the sides and given how wide this wall is too, that helps account for that facet.
Do you get what's the problem here? If you argue for 2nd point(compression case being possible) then push case will be possible. If you argue for 1st point(push case being impossible) then compression case isn't possible either.
I am going to ignore that framing give I have been actively warned for using that precise phrasing of a question before, and just say see above.
Because stress in a body under given force is higher the more the body is constrained from deforming. Free boundaries reduce the internal stress for the same applied force. So for the same applied force, axial stress is maximal when the ends are fixed. If ends are free to move, stress decreases because part of the deformation is accommodated by displacement rather than strain.
This statement is correct in isolation. But you're ignoring how it's a fundamental principle of solid mechanics (specifically, statically indeterminate systems). A constrained body (so fixed ends) will develop higher internal stresses for a given applied load than the, idk you said body so let's use that term, the body that is free to expand or contract (a roller support for example). This is because the constraints generate reactive forces that contribute to the internal stress state.
But again, this ignores what is actually drawn, what is actually seen, the most basic principles preveting the only alternative, and how in actuality, as ironic as it might be, now you're over simplifying the mechanical properties. This would be a good argument if the crater and what was behind it, was also the entire wall's volume, but it isn't, it's not even 0.10% of the total objects volume and dimensions.
A quick paced, precise, powerful strike, very much can be localized compression with doing all this other stuff. Much like how you can strike a concrete wall with a hammer and simply compress the impact zone with shattering the entire brick.
The reason strain and snapping was even brought up, was again, in regards to the pushing dislodgement argument.
In short, depending on material there can be 3 situations based on same visibly affected volume and same amount of damage:
1. Push case and compression case both work.
2. Neither push case nor compression case works.
3. Push case works but compression case doesn't.
This is straight up false, and also a false dichotomy. Even something like how much ass the object in question is relative to the affected volume, can completely alter if these are possible or not.
There isn't any 4th situation(compression case working but not push case) possible as if compression case works then push case will have lower internal stress that if anything means it'll have less damage.
Yes there is? Again, false dichotomy.
There's technically dozens of variables, but that's beside the point.
It's compression because, well, it follows every rule we have for it, no visible debris, it's done with an application of force and area that would enable compression, the volume didn't just vanish and the fissures and yadda yadda, I've said all this.
It isn't dislodging because it simply didn't snap off the rim yet it must to actually dislodge it back.
Both can, in fact, co-exist despite your claims otherwise.
If you take push case being impossible then compression case which has higher internal stress can't be possible either.
Or it literally can't be dislodged because it is quite literally not dislodged and the argument was it could be dislodged because other materials can bend and stay connected but the argument against it is not concrete if it was pushed back and dislodged it'd snap off the rim of the crater.
Because that album doesn't show that part? Anyway I looked for the chapter and saw that part yeah. Not that my opinion matters on this but I'd be fine with pulv.
Well why wouldn't you check before arguing that front?
No if it's not possible(just compression/deformation). At least not for concrete.
Well you're straight up wrong on that front whether or not you're right or wrong becausethe wiki
does literally do that.
But, yes, it is possible, not quite sure why you keep saying it isn't without any actual evidence,
So will you be happy if I say "I agree with pulv" instead of "I agree with pulv but not using pulv value for compression interpretation for this feat as neither feat fits definition of compressive strength nor such compression is possible for material like concrete"?
Not really given it's not an interpretation, it just is, it's that or dislodge, and it definitely isn't displacement.
Concrete can in fact do that, if you're arguing the strain for some reason prevents compression, it doesn't, as the area affected by the slam/feat here is indeed cracked and snapped apart along the area where the force had been applied, there's just extra steps that happen afterward involving the volume being, well, actively compressed, but the inner surface of the crater being jagged accounts for that facet, unless you want to get extremely indepth in which case see above for various things like the budging over large distances
and trust me when i say I have first-hand experience with this shit given my house has been torn apart the past two months fixing pipes within the foundation, and walls. Even a simple hammer strike can compress concrete without causing the whole wall to spontaneously explode or whatever it is you've been arguing.
Like come on, if you think that it was pointless to point out disagreement for the reasoning if I agree with it based on different interpretation then what was the point of lengthening this?
Because your disagreement undermines the argument presented in regards to one of the opposing side's points. I vehemently disagree with your reasoning for such, and you've shifted goalposts multiple times from stating it was simplifying the mechanics to just saying it isn't true without backing, while ignoring the context in which that point was even made and the context in which this argument is even happening under (that being some dude slamming this other dude into a wall and how that may or not be compression), and just a whole bunch of other things. As unfortunate as it might be, I would like to be as precise as possible within reasonable constraints. Obviously we can't ask every calc to do a 20 step mechanical engineering process with overly complex pixel scaling and trigonomics to get exact dimensions and the relation between the effected material and the surrounding objects and environment, and etc. But we should still like, at least get in that ballpark which I feel we aren't doing here.