« first day (2542 days earlier)      last day (2389 days later) » 

2:00 PM
Weak anthropic principle, okaly dokaly
strong anthropic principle, no thanks
 
Here's what it looks like on the other side of the flat, computer for scale
 
(and if someone starts invoking the inflationary multiverse then I just lose interest entirely)
 
pretty big
 
shine it on a slit!
 
That's the plan
 
2:01 PM
woo
 
although I'm gonna get some goggles before I blind myself
 
makes sense.
 
Anonymous
Try a mirror
 
As poorly calibrated as it is it still packs a punch
 
shouldn't lasers be more focused?
 
2:03 PM
Any idea how narrow the wavelength range is?
 
Not in China, i guess!
The website was pretty sparse as far as technical specifications went
 
can't say i'm surprised
 
Well it will have to do for now
 
i don't remember how one experimentally tests that, though
 
I don't have 300 bucks for a real laser
 
2:05 PM
i guess one way would be to shine the laser through a prism and see how much divergence you get
but somehow that seems too primitive
 
That's probably a fairly small divergence if everything is in the red range
 
I think you need a spectrophotometer for lasers to measure both power output and wavelength
 
Oh wait
It does say
$660 \pm 10 \mathrm{nm}$
Though I don't know if it is accurate
 
It's pretty hard to find cheap goggles for that wavelength
 
2:09 PM
"he National Institute of Standards and Technology, (NIST), has endorsed a laser beam divergence measurement technique that involves measuring the beam diameter at the ideal focal point of an imaging lens. A number of diameter measurement techniques can be used for focal plane divergence measurements including variable apertures, scanning pinholes, knife edges, and CCD arrays. U.S. Laser has adopted the CCD method for diameter measurements, in conjunction with the focal plane technique."
more details here, though the pictures don't work for me: aries.ucsd.edu/LMI/TUTORIALS/diverge.html
 
@Semiclassical like carroll
 
oh, here
 
It will do
Oh wait they don't ship to France
Dang it
 
@JohnRennie I'm going to try to make flour chicken Schnitzel tonight.
@JohnRennie wish me luck
 
Pariser schnitzel!! :-)
 
2:12 PM
That should work
 
@0celo7 I think i asked you this before, but i don't remember if you replied
did your fluids course do any Lagrangian hydrodynamics stuff?
 
@0celo7 If you get the coating nice and crispy it's delicious, so I hope it goes well.
 
or maybe this
 
@Semiclassical Entirely possible I didn't see it
@Semiclassical nope
 
2:13 PM
Bit more expensive but more attenuation
 
mmkay
 
I am just mere minutes away from completing my masterpiece - risotto with chorizo!
 
@Semiclassical we're doing exact solutions of the NS equations right now
 
$0$ is an exact solution
 
fun fact, doing Lagrangian hydrodynamics was one of the big starting points in numerical GR
DeWitt's work in particular
(I saw that in a random history of science talk)
 
2:14 PM
Also the laser's back has some threads to put screws in
i should make a little stand for it
 
I guess the more descriptive name for it is the convective form of the Euler equations
 
Goggles ordered
 
@Slereah mount this on a robot with a high resolution cam, with mosquito face recognition software
 
@0celo7 oh. any progress on the ridic pressure problem?
 
I'd rather not put a camera near that laser :p
It could fry the sensors
 
2:17 PM
would this laser fry a mosquito?
 
I don't think so
It claims that it could burn paper, I tried and it does not seem to be the case, or very slowly
Maybe it can if well collimated
It could probably blind a mosquito though
 
@Semiclassical I just turned it in
 
ah kk
 
No one else thought to put the Qdot term in
Idk, I have two answers and a note
 
what I was wondering, thinking back to it
 
2:20 PM
The TA is pretty merciful
 
what you're including is the contribution from heat entering from the sides of the tube?
 
Yeah
 
but, if the water enters at one temperature and leaves at another, won't that also carry energy out of the system?
 
@peterh what @ACuriousMind said.
 
i.e. there's heat flowing into the control volume from the sides of the pipe, but there's also a net heat flow out of the system since the water which leaves is hotter than the water which came in
 
2:29 PM
Possibly the best experimental HEP song
 
@Semiclassical I don't know. He's posting solutions later
 
mmkay
 
The laser has an adjustable aperture
 
oh nice
 
Hey, any interest in a "vacuum systems stackexchange"? (Mainly so I can stop cluttering up this chatroom with turbopump questions) area51.stackexchange.com/proposals/114195/…
 
2:37 PM
It looks a bit better if I set it correctly
But then there's interferences
Also my head hurts with all that laser so I might want to wait for those goggles
 
Anonymous
@Giskard42 That looks like a site with too narrow scope tbh
 
@Blue May well be - there's a few similar forums on the net that're pretty popular
(fusor.net)
Just thought I'd give it a shot
If only to have a group to commiserate with on the cost of Apiezon
 
@0celo7
Riddle me this
Can a static spacetime have arbitrary topology
I don't think it's the case
I think you need a foliation
 
@Slereah Never knew theoretical physics was so into skin care
 
@Giskard42 The term is actually taken from botany, not skin care
 
Foliation as in leaves
 
Ah, interesting!
 
@Slereah Presumably you'll always be able to foliate along the timelike Killing direction?
 
Well yes, that's my thought
 
@Slereah yeah it probably has to split
 
2:44 PM
but that's not much of an argument
 
I can think more about it later
 
Which makes me think it's limited to $\mathbb{R}\times \Sigma$ and $S \times \Sigma$
Still pretty broad
But no weird trousers
Although...
I think the Klein bottle spacetime also works
So maybe it needs to be a fiber bundle
 
It likely follows from the Frobenius theorem for involutive distributions.
 
Also there's a non-time orientable version of Minkowski space
 
Ask @BalarkaSen
 
2:47 PM
So definately some weird shit
@BalarkaSen halp
 
That might only be true for stationary spacetimes. God, I can't remember what these words mean.
 
@0celo7: there you go. Risotto with kabanos sausage! I did say chorizo earlier but I was mixing up my sausages.
Note the presence of vegetables.
 
@JohnRennie please delete that. I had to skip breakfast
I'm in pain
 
oh wait, by definition a static spacetime has spacelike hypersurfaces
But what about a stationary spacetime then D:
 
This is in Straumann
@JohnRennie you're Not Nice
 
2:52 PM
Also I think the original article of static spacetimes is by Levi-Citvitta too
Statica einsteiniana
Nota del Socio
 
@ACuriousMind Well, what I have in mind is the discussion of Kant's views on metaphysics in this paper
 
Mi propongo di studiare sia quel caso particolare delle equazioni gravitazionali di Einstein, che corrisponde a fenomeni staticin sia (sempre dal punto di vista della relatività generale) il movimento di un punto materiale entro un campo statico etc etc
it is a very spicy meatball
 
(which I find an interesting read, though as with any random philosophy paper there's a risk that it's just wankery)
 
@Slereah racist.
 
Mama mia
Archive footage of Levi-Civitta
as far as GR goes he also wrote "Sulla espressione analitica spettante al tensore gravitazionale nella teoria di Einstein"
 
2:57 PM
@ACuriousMind is this allowed?
 
I'm not sure what this is about
 
My Italian heritage is offended
 
I thought you were of german origin
 
The romans were in Germany
 
Sorry, the holy roman empire was a lie
So what spacetime topology admits spacelike hypersurfaces
 
3:00 PM
@Slereah R4
 
I think it needs to be some fiber bundle with base space $\mathbb R$ or $S$ and fiber $\Sigma$
 
The only really realistic topology tbh
 
According to Schwarzschild the realistic topology for the universe is $RP^3$
oh god
 
looking at the selected books of his shown
"The Cyclical Serpent: Prospects for an Ever-Repeating Universe"
:S
 
3:16 PM
your mouth looks like a serpent
 
yes, but not a cyclical one
no ouroboros here
 
Jesus Christ Gromov, $vol$ and $dist$?
How does not that not make his eyes bleed?
@Slereah Gromov is insane. I need a "function" that takes an R-fold to a continuous function on it
How do I write that and what is the correct terminology?
 
That's clearly a functor ;P
 
Not a clue
Functor? I hardly know 'er
 
@ACuriousMind Yeah something like that
What's the target category?
 
3:23 PM
Hm, it's a bit odd. You could just define tupels of a manifold and a function on it as the target category, I guess
 
@ACuriousMind I want a "thing" that assigns to a manifold its scalar curvature
I don't think that's exactly a functor
It doesn't do anything to the morphisms in $\mathsf{Riem}$
 
Hm, yeah, maybe it's not usefully phrased as a functor
 
@ACuriousMind So...what the hell is it
it's a map from $\mathsf{Ob(Riem)}$ to the class of continuous functions on manifolds
that's not very nice
@ACuriousMind So it's $\mathsf{Ob(Riem)}\to \mathsf{Ob(TopMan)}$
 
o/
 
hey-o
 
3:34 PM
hi
 
@0celo7 what variety is that in your picture?
 
@Danu I don't know what a variety is.
 
You looking at Gromov's new paper? ^^
 
@Danu Yes
 
I started looking at it but was overwhelmed by a sense of disgust at all these estimates :D
 
3:35 PM
@Danu Well that's why you're an algebraist and I'm an analyst...
I'm more disgusted by the typesetting
 
Also what'd the morphisms be in Riem? Smooth maps such that the pullback of the metric is the metric?
 
Who is
Top Man
is he some superhero
 
the superest
 
@Danu Are there any maps that do that that aren't isometries? I guess you mean local isometries?
I actually have no idea, Riemannian manifolds are probably too concrete for a categorical approach
 
Yeah idk what I'm saying
 
3:39 PM
But Gromov has a functorial definition of scalar curvature
I'm considering putting it in my Yamabe talk to make myself look smart
 
some axioms or something right? I forgot already
 
@Danu Yeah. Additivity under products, volume growth of balls, scaling, and normalization
 
I guess it's not a "functorial" definition.
Just an axiomatic characterization
 
It's messy, but a hell of a lot better than $R^i{}_{ji}{}^j$
@Danu the product thing is functorial
So yeah, axiomatic and with a functorial condition
Like Chern class, etc.
 
Wait
The delivery of MTW is planned between november 25th and december 11th
 
3:46 PM
Characteristic classes have truly functorial definition as certain natural transformations between cohomology and vector bundle functors
 
I think it might be faster to just order it from another store and cancel that order
 
guys, is there a sort of justification (apart from experiments) that we assume constraint forces to be perpendicular to the constraint surface? Like, is it that we don't want the constraint forces to do work?
 
@Slereah loooool
 
Hm
There's a shop that will deliver faster
But 20€ more
 
@Slereah Is Amazon.fr sold out?
 
3:48 PM
I think so yeah
 
@Danu I know what those words mean!
 
Or maybe they never had it
and they order it on demand
 
@0celo7 :D
 
I think I'll cancel it
It is cancelled
Let's order a real thing
there we go
you know I kinda hate the names "static" and "stationary"
I always confuse the two
 
Anonymous
@ShaVuklia Virtual work of constraint force has to be $0$. By definition it has to be parallel to the gradient of the level surface.
 
3:52 PM
@Danu I wish I had the time/energy to learn the functorial approach to geometry.
 
Learn real geometry
The Euclid type
 
I do know real geometry
 
@Semiclassical Soo...the useful part of "metaphysics" is recognizing that many of the problems of traditional metaphysics dissolve once we give up our insistence on forcing ontology onto a scientific formalism? I don't see metaphysics here, it just appears to drop metaphysics but oddly enough calls that process "reflective metaphysics".
 
Do u
 
I want to learn the abstract crap
 
3:53 PM
Can you prove things from Euclid's axioms
 
It might be to do with the name, yeah.
 
I can prove Euclid's axioms from Riemannian geometry
 
That's easy
the hard part is proving things the other way 'round
 
is it?
you have to interpret them correctly
 
well it's different
 
3:54 PM
lines aren't even really defined
 
Euclidian geometry doesn't have real numbers or anything
You need to do everything with congruences and such
 
ok wtf mathematica
 
@ACuriousMind What are some good games coming out this season?
@ACuriousMind Also please suggest a side dish for Schnitzel
 
@0celo7 I don't know... I've never seen much reason to except for the ability to repackage certain constructions in useful words like "natural transformation" so that you don't have to memorize things and just know there is some commuting diagram
@0celo7 Classic is fries or otherwise baked potatoes
 
french fries
 
3:56 PM
the initial condition I gave you has one peak
 
@0celo7 Dunno, not excited for any new game currently
@0celo7 Pommes
 
baked potatoes is always a good idea
 
@ACuriousMind What about Monster Hunter World
 
@ACuriousMind Pommes ist zu hard to mach at home
 
so why are you acting like the initial condition has three peaks
 
3:57 PM
I tried playing the new South Park game but it was so buggy I had to get a refund
 
@Danu There's a classification program for natural vector bundle functors. In theory it seems interesting but it's rather difficult
 
@Danu Never heard of it before (not a console gamer)
@0celo7 Then Bratkartoffeln
 
...okay, now it's not doing it
 
I don't see a reason to learn it either -- hence I do not know it -- but it's interesting nonetheless.
 
w/e, i'll take it
 
4:00 PM
@ACuriousMind Can one bake those somehow? I don't want to be frying two things at once
 
@ACuriousMind It's coming out on PC! First MH game on PC doe
@0celo7 Any link?
@0celo7 In the oven, with some spices, a bit of water, etc
Should be easy enough to find several recipes online too
 
@0celo7 Sure you can bake them, but then you get baked potatos, not Bratkartoffeln. Which is not necessarily bad.
 
@ACuriousMind If I put some oil on them they become roasted potatoes. Which is necessarily good.
 
Oh, that Kollar book
 
@Danu Hmmm...might be interesting
 
4:04 PM
I absolutely loved that shit on the Wii
Very basic set-up but such great depth
Was awesome for 100+ hours online after the single player, too
 
@Slereah Did you need help?
 
@Slereah did you check Norbert
 
Why does ACM care about that?
 
it's a timed link; click it
 
4:19 PM
Ah ahaha I remember that
 
@lılostafa Internet communities have a tendency that they become increasingly closed with time. This is the "good old guy" problem.
@lılostafa I think it is some natural social evolution mechanism, with what the SE can't or won't deal.
@lılostafa Earlier, previous systems lacking a top-level control, went on this way much faster. I think if the SE doesn't start some really revolutionary, it will likely kill the SE.
@lılostafa Although I see clear traces that the top-level of the SE knows the problem and it tries to do something about it.
 
@0celo7 you do analysis, right? - Do you know of any good intro-level resources to Riemann surfaces/sheets (for a physicist if possible)?
 
@Mithrandir24601 I like analysis real, not complex. Ask @Semiclassical
 
@0celo7 that's good enough, thanks :) @Semiclassical ^ ^
 
4:34 PM
Alekseev has notes given by Arnol'd on Riemann surfaces that I found to be helpful once upon a long time ago
 
@Semiclassical On hold trying to call the DMV. Is driving worth this crap?
 
@BalarkaSen found them, thanks :)
 
@Mithrandir24601 you're heading down a dark path
 
@0celo7 all to understand 1 equation...
 
@Mithrandir24601 What kind of things do you want to do with Riemann surfaces?
 
4:44 PM
@Semiclassical I am convinced they are trying to get me to hang up
the hold music is screeching noises
 
@Danu look at exceptional points where eigenvalues coalesce (this is obviously the short version - the long version involves trying to explain two different papers in order to understand one equation in a third)
 
sounds like branched covers
 
It does, but then again maybe not
 
@Mithrandir24601 perturbation theory?
 
Not sure a textbook on Riemann surfaces would be helpful
 
4:47 PM
@BalarkaSen I'm lost on the Wiki page, but it's plausible from what I do get
@0celo7 It's occasionally applicable here
 
@JohnRennie How is Slater pronounced? Is it /sleɪtər/ or something like /slatər/? In some lectures, I've heard the former, but I've seen people with the same name, pronounced like the latter.
 
Like later not latter
 
sl8er
 
thanks.
@BalarkaSen
 
@BalarkaSen what on earth is gyazo.com/077f65ca1fe6640363cc3d498901de48 about
 
4:59 PM
@0celo7 I have never seen this before but the definition is pretty
 

« first day (2542 days earlier)      last day (2389 days later) »