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Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

ceramics.org

41–50 of 165 posts

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#41

Earlier quoted context omitted.

Confusing millimeters and nanometers? How? Visible light sits between the two, they're not even close.

Well, i once confused packaging and ordered ~100 kg of toiler paper

You could have made a fortune selling your stock in the covid era

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#42

Finally! I always knew my 7th grade science teacher was full of shit on that one, she was so adamant about some things that turned out to be wrong. This one was maybe more excusable because it was common to teach at the time. Maybe it ended up making us better students in the end because we learned to fact-check our teachers, and not to be adamant about things we only think are true (though I'm still guilty of that m…

Most school teachers are full of it, but they don’t mean to. They are simply low level clerics in the church of truth. They recite a very lossy account of what they were ordained with at a likely low level institution. It’s not really their fault - people need jobs, the ministry needs repeaters, and the pay is bad.

Your teachers weren’t the disease - they were just a symptom.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#43
post #41

Earlier quoted context omitted.

Well, i once confused packaging and ordered ~100 kg of toiler paper

You could have made a fortune selling your stock in the covid era

Go brag on the prepper forums.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#44
post #35
post #19

Earlier quoted context omitted.

Or how reentry heating is apparently caused mostly by friction. (Compression of air is the main cause in actuality)

No, actually friction is closer to the truth. It's air running into air at a shock, a process that generates entropy, just as friction does. Compression is a process that is adiabatic, generating no entropy. And in an ideal gas the density increase across a shock reaches a finite limit even as the mach number goes to infinity.

I am having trouble seeing how compression in a shock would be isentropic? Care to elaborate?

And why passing through a shock (compression) is akin to friction, but not to compression?

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#45

Finally! I always knew my 7th grade science teacher was full of shit on that one, she was so adamant about some things that turned out to be wrong. This one was maybe more excusable because it was common to teach at the time. Maybe it ended up making us better students in the end because we learned to fact-check our teachers, and not to be adamant about things we only think are true (though I'm still guilty of that m…

What other unsubstantiated claims did she make?

Almost everything we think (including me) is probably trash. We just need to accept we are mostly idiotic. Unless we put the time in to understand something that _maybe_ is somewhat understood by people that have put their lives into it.

Truth is (heh) we are all mainly full of shit. We think we know more than we do. We confuse truth for BS constantly. We spend countless breaths debating unfalsifiable opinions as if they’re true - like we really know something. We are all mainly dumb at most things.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#46

Earlier quoted context omitted.

What other unsubstantiated claims did she make?

Not the OP, but a fourth grade substitute teacher made the claim that we always saw the same side of the moon because it didn't rotate. I don't know what got to me the most: that she didn't understand, that my attempt to explain it didn't go over, or that the other kids in the class didn't get it either. In any case, I've been working on improving my explanations ever since.

What's your explanation now? I think people just get tripped up thinking about rotation of an object in circular motion and just ascribe one motion for the other.

For example, if you imagine a newly reunited couple and they hug each other while simultaneously spinning, this is exactly what the moon and Earth are doing. I think most people would also say that the outside person isn't rotating. However, they would also say that the inner person is obviously spinning.

Describing in words is often not the best way to impart explanations of physics, but the easiest way to show this concept for me is to imagine both people separately and consider a half turn. The inner person, rotates 180 degrees, simple rotation. What does the outside person have to do to get to the right position? They have to walk around the inner person to the other side and then rotate 180 degrees to see their partner again.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#47
post #38
post #37

Earlier quoted context omitted.

Lots of grade school teachers are full of shit. I had one that claimed that a pentagon had 1 line of symmetry because "the top is bigger than the bottom".

Allow me to be dumb for a second--isn't that the case? I mean, if you label the vertices/edges then yes a regular pentagon has five distinct lines of symmetry, but typically people talk about lines of symmetry in a context where vertices are unlabeled, no?

A regular pentagon has 5 lines of symmetry. One from the center of each edge to the point on the other side.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#48
post #38
post #37

Earlier quoted context omitted.

Lots of grade school teachers are full of shit. I had one that claimed that a pentagon had 1 line of symmetry because "the top is bigger than the bottom".

Allow me to be dumb for a second--isn't that the case? I mean, if you label the vertices/edges then yes a regular pentagon has five distinct lines of symmetry, but typically people talk about lines of symmetry in a context where vertices are unlabeled, no?

There are 2n symmetries for an n-sided polygon. In this case five rotations and five reflections. https://math.stackexchange.com/questions/490054/symmetries-o...

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#49
post #38
post #37

Earlier quoted context omitted.

Lots of grade school teachers are full of shit. I had one that claimed that a pentagon had 1 line of symmetry because "the top is bigger than the bottom".

Allow me to be dumb for a second--isn't that the case? I mean, if you label the vertices/edges then yes a regular pentagon has five distinct lines of symmetry, but typically people talk about lines of symmetry in a context where vertices are unlabeled, no?

In spite of an argument "the top is bigger than the bottom", it seems to me that he/she meant that there is no horizontal line of symmetry, so there is only vertical one.

Re: Glass viscosity calculations debunk the myth of flow in medieval windows (2017)

#50
post #38
post #37

Earlier quoted context omitted.

Lots of grade school teachers are full of shit. I had one that claimed that a pentagon had 1 line of symmetry because "the top is bigger than the bottom".

Allow me to be dumb for a second--isn't that the case? I mean, if you label the vertices/edges then yes a regular pentagon has five distinct lines of symmetry, but typically people talk about lines of symmetry in a context where vertices are unlabeled, no?

I agree, but I think in most cases where grade schoolers are made to draw mirror symmetries on work sheets that all symmetries are included, even if they are simply the same symmetry but rotated.
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