See also this very high-res image (7530x4684) of the spectral density of the Milky Way in radio, which clearly highlights (among other things) these filamentary structures:
Thanks, I had always wondered why some sites behave differently with some file types. A bit annoying, if you just want to glance at something for a while but not keep it around for longer.
Specific to Flickr URLs, its the '_d' at the end. Remove it and you can view it normally in the browser. But as danielbln wrote, that 'Content-Disposition' header is what forces a download in general.
Somehow I rage slapped my way out of that. No idea what I did.
I just don't understand the underlying motivation to lock things down like that. It like a cortisol fountain and I get wholly irrationally unreasonably mad. It's actually funny in retrospect.
Remember that time Yahoo made Flickr ridiculously slow to access from Europe, to the point where it wasn't actually usable? Lasted near 10 years I believe. Hah, good times.
Judy Schmidt has combined this with Spitzer/WISE infrared data to produce the following image, and has added annotations for some of the more prominent structures (mostly the radio arc and supernova remnants in the galactic centre direction) :
Wild. Letting my imagination run free, there's something in the radio data, second poof from the bottom, that looks like... a contrail? That's not right, but what is that thing?
This is an incredible image and the filaments are super-mysterious. Do you know how large the objects in the image are? Are we looking at the whole Milky Way or a very zoomed-in part of the center?
Zoomed-in part in the center, "1400 light-years across the centre of the Galaxy." as a linked paper indicates. Milky Way is long, 105700 light years in diameter.
Thank you! There are high-res versions of the images from the article embedded in the PDF (linked in the article) as well. (You can use pdfimages to extract them.)
There's something so striking about how non-intuitive these strands are. I'm not well versed in astronomy or physics, but these seem to go against my mental model of how the galaxy organizes itself. They're like massive cosmic aberrations. Though now I suppose in time they'll make perfect sense.
I would argue they’re galactic, not cosmic strings — places that the quasar formed “loop” excitations which were somehow frozen in place when it extinguished.
Wow, I had no idea about anyons. What a fascinating concept.
This is probably a stupid question, but how can anything in our three dimensional world truly be two dimensional? How is that imposed on matter or energy?
I thought we used 1/2/3 dimensions to help ourselves understand our world better; like theoretical tools we can use on paper or a computer to simulate and explore reality. But we actually have 2 dimensional objects in the world?
Sibling makes a good suggestion to read the better physics reply, and my response to it.
Anyons don’t only exist in lower dimensions: because of how knot theory works, we found the simplest cases in a highly confined electrons — but there’s higher dimensions analogs for higher dimensional knots.
You no longer get anyons from particles exchanging position, but rather, from when fields tangle in 2-knots.
However, the rings in a magnetic field form a torus, so tangles in the magnetic field can (theoretically) knot fairly easily, eg from energies swirls in an accretion disk.
Nobody has ever addressed my question about how the braiding you’d expect to form in a quasar would unwind — and if it doesn’t, we should expect to find most structures along “cooled, inflated” braiding. Which we seem to.
> Explained in a colloquial manner, the extended objects (loop, string, or membrane, etc.) can be potentially anyonic in 3+1 and higher spacetime dimensions in the long-range entangled systems.
In particular, the “loops” would be magnetic field lines from the singularity to the disc (and back), which would become tangled via swirls within the disc as it spiraled inwards. While each piece would be small, the total braid would be quite large — due to number of particles and chaotic nature of the disc.
I know a single anyon doesn’t weigh much - but is there an estimate of “anyonic mass” to the galaxy, stores as tangles?
Ok, I will try. I have to admit I do not fully understand what you are asking.
As noted in the link at the top, it is reasonable to speculate that these filaments are related to the activity of the galactic centre supermassive black hole. However, we do not have a quasar in our galaxy, and it is hard to imagine (consistent with evidence from this and similar galaxies at various cosmological redshifts) that the Milky Way possessed an active galactic centre which
subsequently was quenched. Indeed, part of the mystery here is that there is a quite weak magnetic field permeating the galactic centre, and little outward cosmic ray pressure.
The spectral index (more details at https://arxiv.org/abs/2201.10552 §3.1, "nonthermal radio filaments that have broad spectral index distribution as well as the steepest spectral index that can readily be discerned at high latitudes", cf https://en.wikipedia.org/wiki/Spectral_index although neither link is especially friendly to non-experts) is entirely consistent with synchrotron radiation, which does not require any exotic particles at the filamentary sources of the radio emissions. As discussed in §3.2 of the arxiv preprint, all we need is highly accelerated electrons. The mechanism for accelerating the electrons is unknown, but there are several explanations available that do not require exotic particles. §4.3 discusses several plausible alternatives.
I'm no expert on anyons but I do know how Wilczek described them when he first proposed them, and Keilmann's observations of his humour, and I struggle to see what problems introducing anyons might reasonably solve at these bulk scales. Additionally, I do not see how anyonic behaviour -- rather than straightforward magnetobremsstrahlung -- could be relevant, much less a better description, at the warm temperatures in the environments of these filaments and galactic centre molecular clouds.
Unfortunately, I don't understand your second last paragraph at all.
"Quasar" goes to luminosity, and our galaxy could never have been as luminous as any quasar we know of without some mechanism to totally block fast (matter) outflows and another to block the quenching of star formation from the negative feedback of a highly luminous galactic centre.
Our central black hole is very quiet (as opposed to active), at least a dozen orders of magnitude below the Eddington luminosity in X-rays. Quasars are at (or a very large percentage of) the Eddington luminosity, almost certainly for at least Gyr durations.
The Fermi bubbles are interesting, but around luminous AGNs (at all redshifts) we tend to find extended outflows in ionized ("hibals") and molecular gasses, and afaik we don't see anything like that associated with those gammas. AFAIR there is also a missing ~ 1250 angstrom restframe peak and an associated relativistic wind's redshift (0.1-0.2 c or 30-60 Mm/s) leading to line driving. About a decade ago there was a fair amount of discussion about the Fermi bubbles as evidence of a (not so high) luminosity AGN jet, but it seemed to require contrivances to drop in a sufficiently massive molecular cloud (~ 10^5 solar masses around 10^7 years ago, but don't quote me, not my speciality, and I was already convinced about the present << quasar luminosity (and no trace of tremendous variability or eruptive phase up to considerably more than a few percent of the Eddington luminosity) and by the stellar population).
I appreciate the reply, but I think we’re slightly talking past each other in that you’re discussing anyons as a source of the emissions from the structure, while I’m saying that the emissions are from a classical source aligned to an anyon — the overall structure the radiant gases you’re describing are attracted to, and source of filament shape. That the emissions match synchrotron radiation doesn’t distinguish, in that we’d expect electrons flowing along/around a loop excitation to emit precisely that, right?
I would say that galactic anyons solve a problem:
The toroidal knotting you’d expect around some kind of active black hole would produce effects we see, and connects them via the same mechanism —
1. Why galaxies have weird filament structures everywhere — gas is settling into loop excitations around the black hole;
2. Which is also why the galaxy seems unusually bound, because pulling it apart places additional strain in many, many anyons we can’t see or readily interact with (due to scale);
3. While also explaining the same features at a higher scale, eg galactic clusters or why so many things like Great Attractor look like the intersection of a toroidal knot.
My last paragraph is that it’s my understanding some tiny amount of energy goes into being the anyon, and hence it has mass. So the “braiding” of any system would contribute a (small?) mass to it — and I wanted to see the calculation.
I assume I’m off on a wild chase, but I want to see where the math fails for my own education.
I'm afraid I'm not much more clued-in now about what you're thinking. I'll try my best.
> ... "braiding" of any system would contribute a (small?) mass to it -- and I wanted to see the calculation
My best guess is that you are thinking that the (far from active) black hole in the central parsec of our galaxy is somehow lifting mass out of itself and into the wider galaxy, and so will briefly discuss that.
A reasonable first step towards the theoretical footing behind that is Murata & Soda 2006, in Phys. Rev. D. https://journals.aps.org/prd/abstract/10.1103/PhysRevD.74.04..., "Hawking radiation from rotating black holes and gravitational anomalies" (also at https://arxiv.org/abs/hep-th/0606069v2) where the scalar field (also seen in Hawking 1978) is literally a form of "anyon" field. I don't see how the use of the name "anyon" helps, however, and the outward flux is going to be small -- even very very small compared to the ordinary thermal collisions of gas and dust in the galaxy centre, let alone the stars there.
I think that means you're on course for an extension to the Standard Model of Particle Physics to add in some electromagnetically-non-interacting species that decays at some distance into electromagnetically-interacting ones, along the lines of various dark matter decay models, especially those designed to produce "feedback" in spite of quiet galactic centres. I don't think this is likely to bear fruit, but cf. this blog on DM->tau decay: http://honorsfellows.blogs.wm.edu/2011/06/12/decaying-dark-m...
> I assume I'm off on a wild chase, but I want to see where the math fails for my own education.
I'm afraid I can't join you on your chase, wild or not, but I think that the mathematics of black holes is reasonably accessible and easy enough to find in a variety of textbooks. Coupling an anyon field to it is an exercise in quantum field theory on curved spacetime (as in Murata & Soda) or perhaps a second-quantization of an electrovac solution based on Kerr-Newman. I'm really struggling to see how -- given the high temperatures and high particle numbers involved -- anything is to be gained by looking at the truly microscopic behaviour of the stress-energy tensor, even in the very near region of the horizon. I'm also struggling to see how such effects relating to our central black hole are not totally washed out by processes in the bulge or in the thin disc. Our central black hole is not only far from active, it is also quite small compared to the black holes we find in other galaxies, especially Seyferts and recently discovered high-redshift (z ~ 7.6) QSOs. There is also a lot of dust and gas along our line of sight to the galactic centre, and between these filamentary structures and the galactic centre. (A number of these filaments are much closer to known radio-bright supernova remnants, as detailed in the study, but don't seem very different from those far from known SNRs.) There is also no evidence for beyond-the-standard-model(-of-particle-physics) physics in the discovery of these filaments. I don't mind being asked to think about BTSM, but these filaments are a very poor justification for that.
Finally, the only knotting I expect around a quasar or microquasar are bright spots in the plasma of jets consistent with small-angle radiation, and it's hard to think of a better explanation than proper motion of the source. We see this in stellar-mass X-Ray binaries (especially nearby microquasars), for example. ...
I’m asking for resources on the toroidal knotting of the large scale EM around black holes, both nearby in the immediate accretion disk and from the perspective of the galaxy as a whole.
Those knots are (supermacro) anyons, because they’re tangles in a field that form particle-like excitations, though in this case loop like excitations. And what we’re seeing as weird patterns is gas dancing around those loop excitations within the galaxy, eg emitting synchrotron radiation as they do.
That would be one explanation of why we find so many filaments perpendicular to the galactic plane.
> I'm really struggling to see how -- given the high temperatures and high particle numbers involved -- anything is to be gained by looking at the truly microscopic behaviour of the stress-energy tensor, even in the very near region of the horizon.
For the same reason that braiding tells us something about the behavior of plasma globes — the topology doesn’t just “go away”, and we need to account for where the tangle went. It either fell into the black hole or it’s still here. For the same reason plasma globe filaments only collapse at topological defects.
The precise reason that I think that we can’t ignore the braiding term is that we’re forming an entanglement structure between all of those particles — and while it’s a jumbled mess, that’s precisely why we can’t ignore its contribution to mass and galactic binding.
I also would point out that this doesn’t require any extensions to the standard model — I’m just saying something that happens small also happens big: that braiding is a fact of the wave equation.
> [the] Great Attractor look[s] like the intersection of a toroidal knot
What? Please explain.
> the galaxy seems unusually bound
Discovered features of our galaxy is about the best evidence for Copernicanism that we have. Up to the limit of current observation, there is nothing at all physically special about the Milky Way for any practical purposes.
We would therefore expect to find filamentary structures in other spiral galaxies in our sky, and be surprised (which is great for theorists) if they were not there when we look.
What do you mean by pulling our galaxy apart? What's the mechanism?
Here is where you should write down the maths you are hoping someone will check, and here is where you get to satisfy your complaint that nobody has ever answered you seriously before.
In particular, and please forgive me that I can't think of a politer way of putting it, I think you need to demonstrate that you have any idea at all about what you are talking about in your numbered paragraphs in this reply-comment's parent.
> Among the remaining mysteries, Yusef-Zadeh is particularly puzzled by how structured the filaments appear. Filaments within clusters are separated from one another at perfectly equal distances — about the distance from Earth to the sun.
Sounds like the wake of shipping lanes, the ships even follow regulations to stay a safe distance away from one another, though they really should do something about those older engines that mess up the landscape for everyone with the wakes. If that's not a sci-fi story yet, it probably should be!
Yes, I would like to know what the plasma physicists can suggest. Plasma physics is the hardest kind of physics, so plasma physicists have to be better than other physicists. What they say deserves more attention.
Most who have found employment actually doing science study the sun, I think. But fusion projects divert many of them.
I'm no physicist, but I do enjoy hypothesising what these sorts of things could be.
It's interesting when the question of what is driving electrons across these filaments at near-light speed is still open... could they be natural accelerators? What if you could ride one of these filaments?
Or what if they're like the exhaust trails of an FTL vehicle/body? Or something inter-dimensional?
Knowing they're very far away, are we looking for them closer to home? Can they even be observed with such clarity if they were closer to us?
Yeah, this is pure uninformed speculation, but what if they're the edge of cosmic ray propagation. Where they lose most of their energy between stars ans are still bound by gravity and just interact with other edges forming resonating lines.
>what if they're like the exhaust trails of an FTL vehicle
That would be rather depressing, if true. There's only a couple strands, so it would seem that FTL travel is very very rare. Among the 100 billion stars in our galaxy, only a handful have used FTL travel in the last 25,000 years?
How is it depressing if something previously thought of as impossible turns out to be possible?
Maybe the costs are *ahem* astronomical, so the tech is reserved for very large ships, only needing or affording a few trips. You know, like our one ever visit to the Moon.
Maybe they’re the tubes connecting gates or wormholes carrying a regular traffic of thousands of ships.
Well, if FTL travel were even possible, it would consume monumental amounts of energy (current known physics say you need an infinite amount to accelerate a mass to v=c), so it would have to be an extremely rare event.
I agree. Not because I’d ever hope to meet them in my lifetime, but I could know that our people could reach those same heights, and in small ways, each of us can be part of that story.
>Knowing they're very far away, are we looking for them closer to home?
Not only that but they're also huge. If we were inside one we may see them as some sort of an almost uniform, isotropic field ... perhaps like cosmic background radiation?
The balloon structures are civilizations with the ability to move at least throughout their local group, the strands are results of experimentation for whatever technology allows them to do so. :)
Black hole accretion disks are my bet. Accretion disks are the most hot and violent places we know of. The more powerful the plasma dynamo, the larger the magnetic field lines will be. Think Van Allen belts but galactic scale.
Electrons move freely along magnetic field lines and they are very lightweight. Moving at near light speed along them isn't a unique phenomenon. Hell, every TV on the planet until 20 years ago used to make an electron beam.
And electrons avoid close proximity to each other? But of course this is not exactly what we usually call "close"..
But it would fit so well, because those wobbly curves almost scream "vortex" to my eyes. Interplay between forces towards some sink/collector and repulsive forces amongst the attracted, doesn't this almost always end up looking like that? If a mathematical pattern can be found across a range as wide as bathtub sinks and tornadoes, perhaps we should not be surprised to find it on galactic scale as well. But the dimensions involved, the fact that this whole thing apparently emits sufficient waves/particles for us to detect, crazy!
The primary requirement on any accounting is to explain why the streaks run parallel and equidistant.
One could imagine black holes forming far out in the accretion disk of a supermassive black hole, with the matter already organized by the central mass. That would seem to demand a collection of coplanar accretion discs around the baby holes (which could themselves be quite large), and the holes themselves in that plane. (But we still need to explain their regular spacing.)
Maybe that would also help explain how the "impossible"-mass holes seen by LIGO form?
If they are from accretion disks then it would make sense. The average velocity of matter in the milky way is rotational, so most black holes should also have rotating dragged frames in the galactic plane as matter from different altitudes are accreted.
And while we don't have many galactic black hole candidates, the ones we have and can see beaming are haphazardly oriented, and there's no reason why black holes should behave differently from their progenitor stars (oriented haphazardly) or other compact objects (the pulsars mentioned above).
The mass of the solar system is moving in the plane of the galaxy in a rotational direction. If our solar system was accreted by a black hole the solar system would add to black hole's dragged frame rotational energy in the galactic plane.
What a few puffs of dust that have not reached an energy minimum yet do isn't important.
The Sun appears to move *up-and-down* and in-and-out with respect to the rest of the galaxy as it revolves around the Milky Way.
(I added the asterisks for emphasis)
Additionally, amplifying my previous comment, almost no known black hole candidates' equators are aligned with their host galaxies' thin discs, at any redshift.
You realize that your quote is a lead-in to talk about Earth's procession, yes? You shouldn't suggest that the article is claiming that the Sun's galactic orbit is outside of the galactic plane, because it isn't.
>The Sun is presently located about 25-to-27,000 light years from the galactic center, and makes the shape of a simple ellipse around the galaxy.
You're right that I inadvertently mischaracterized Siegel's article. I expected him to quantify the Z-motion of the solar system in the remainder of the text, and would have known that he did not if I had not lazily and sloppily declined to read the remainder. I simply relied on his reputation as a science popularizer while looking for a popular treatment rather than parametric quantities.
Turning to the latter, it is well known that the residual solar motion with respect to the average of local stars is U_sun ~ -10 km s^1, V_sun ~ 5-15 km s^-1, W_sun = 7 km s^-1, leading to the sun moving centre-ward, faster than the local standard of rest, and northward out of the galactic plane. (cf. Dehnen & Binney 1998 [1], and also Schönrich, Binney & Dehnen[2] figures of (U,V,W) = (11.1, 12.24, 7.25) km/s with uncertainties (+0.69-0.75, +-0.47, +0.37-0.36)). Although we are currently close to mid-plane, with a half-period of ~30 million years the solar system for the past six hundred million years has moved in the R,z plane +- 0.075 kpc from the mid-point.
This is simply not within the equatorial plane, as opposed to oscillating within the bulk of the stellar disc and through the equatorial plane. The distinction is, in my view, important. So is the point that other local stars move in the z-plane differently.
R,\theta is also a bit more complicated than suggested by Siegel's article; the orbit in that plane traces out a rosette shape around the galactic centre.[3]
None of this however addresses the key point, which is that the equatorial planes of stellar objects and collapsars are not in general parallel to the equatorial plane of the galaxy, and as a consequence polar jets are not perpendicular to it. The comment several generations up to which you initially replied asked about why the radio-loud steep-spectral-index filaments are all close to perpendicular to the galaxy's equatorial plane. It is a good question, and your answer was not correct.
Stellar collapses, no, but once a black hole has accreted one other stellar body its dragged frame's axis of rotation will be altered by about half. Ten others and the original spin will have a very small influence.
It's unlikely for accreted stars to be in the same galactic orbit, so the accreted stars will be adding to the rotation in the galactic plane.
Do you really think that? I suggest you try to write down a simple distribution of matter in the far region of the Kerr metric, and the simplest tractable Lagrangian expressed with respect to the angular variables as the generalized coordinates, and see where it takes you as an exercise just for yourself -- a sort of self-diagnostic comparing your intuitions about weak-field systems and what you get as you walk through this sort of exercise (cf. MTW chs 21 & 26, especially exercise 26.1, which seems obviously relevant).
(Near region and strong-field work has already been done for you, numerically but recently, in recent work on GW200129_065458 e.g. https://arxiv.org/search/?query=GW200129&searchtype=all&abst... and this excellent visualizer https://vijayvarma392.github.io/binaryBHexp/ . For extra self-credit you will already be wondering about the final parsec problem, and junction conditions for the previous problem as you adapt the Kerr metric for multiple black holes.)
All this time spent on string theory and we find strands.
"Stretching up to 150 light-years long, the one-dimensional strands (or filaments) are found in pairs and clusters"
This is surely very interesting and raises lots of lovely questions, found in pairs aspect must be indicative of something. Would love to know if the pair's spacing constant. Also, how can they be one-dimensional as my understanding is, we would not be able to measure them far away if that was the case.
I found the concept pretty goofy when I was reading it but then I had to stop and remind myself that not only do I know shockingly little about the universe, our greatest experts do, too.
Whatever fantastical concept we can imagine likely exists in some iteration out there.
I liked the concept, but the execution was ... lacking. Some aspects like language (hopefully not spoiling too much) seemed to me treated very naively.
I do agree on that, I wasn't a huge fan of the storytelling which did a lot of belabored hand-holding and did indeed feel like an amateur who did just enough research to treat the reader like a naive student.
That's a hard trick to pull, though. How do you tell an expert's tale without a) getting too technical for most or b) getting to ELI5 for the few?
Just when you thought the vastness of space could not get any more mind blowing, you learn about filaments and superstructures spanning billions of light years.
Thats totally ungraspable for human brains, mind blowing!
Thats 10^23 kilometers, the same order of magnitude as the avogardo constant, means e.g. 14 gramms of carbon correspond to about 6.22 * 10^23 atoms of carbon, its the same magnitude to some of the larger smallest things...
You can a bit actually by scaling down everything.
Imagine earth is the size of a grain of sand. Nearest star would beat approximately 4000km away. Light would travel at 0.3m/sec.
Moon is only 4mm away. The sun only 16 meters.
In this model, the sun is 16 metres away and is 8 light minutes in real money.
The strands from the article are 150 light years which is seventy eight million, eight hundred and ninety four thousand light minutes (78894000lm) or nine million, eight hundred and sixty one thousand, seven hundred and fifty times the distance of the sun (9861750x) which gives us 16mx9861750 or one hundred and fifty seven thousand, seven hundred and eighty eight km (157788km). About 40% of the way to the (real) moon.
If you mean the Hercules Great Wall, 10 billion light years is five quadrillion, two hundred and fifty nine trillion, six hundred billion light minutes (5259600000000000lm) which gives us six hundred and fifty seven trillion, four hundred and fifty billion (657450000000000x) times the distance to the sun which would be ten trillion, five hundred and nineteen billion, two hundred and million km (10519200000000km). Or "quite big".
I think you're missing a zero and must mean 0.03 m/s for light. Otherwise, your other distances have the wrong order of magnitude in terms of light-seconds.
> Filaments within clusters are separated from one another at perfectly equal distances — about the distance from Earth to the sun.
Does that mean that they are able to distinguish individual filaments that are "only" 1 AU apart, but ~ 25 000 light years (~1 600 000 000 AU) away from us? Because that would also be damn impressive!
The angular separation would be only 0.00013 arcseconds, so very impressive indeed. Hubble has an angular resolution of around 0.05 arcseconds in comparison. Radio telescopes can get better angular resolution than that using interferometry between distantly separated telescopes. Perhaps that's how they can do it.
The reported angular resolution (in the main paper: https://arxiv.org/abs/2201.10541) is 4 arcseconds. This is radio interferometry, which makes for better resolution, but it’s at a very low frequency (centered around 1.28 GHz = about 23 cm), which makes for worse resolution.
I think they messed up. I quickly scanned and couldn't find any reference to what they are talking about in the paper, but if you look at the resolutions involved it's much more likely they are talking about parsecs, which is defined as 'the distance from the sun at which 1 AU subtends a distance of 1 arcsecond' or a little over 3 light years.
"And, while Yusef-Zadeh already knew the filaments are magnetized, now he can say magnetic fields are amplified along the filaments, a primary characteristic all the filaments share."
When time and space become increasingly intertwined and obscure as we are looking towards big bang, I really think that our perception of "structure" has to be perceived completely differently than we do now.
We witness structure in a 3d space, have to add time to that dimension and yet look onto something back in time, when commonly agreed fixtures like the fine structure constant might have had a different value or not exist at all.
These numbers do not mean anything. Our mind can naturally process small numbers (units, then "it is a small group", then "it is a big group").
One million, when not attached to something tangible, cannot be processed. A house is one million euros - that I can get. What is one million protons side to side - I have no idea.
Of course, I can calculate that 10^6x10^-15 m is 10^-9 m. Right..
Same goes for scale. If I say - twice the width of a tree you immediately get an idea. Twide the width of a hair - not much. A million times the width of a hair - neither.
To claim that the fact that (most?) humans' lack of hardware for processing numbers with exceptionally large or small magnitudes is equivalent to the numbers not meaning anything is... odd. Isn't the whole point of learning, curiosity, and even articles like this to assist us in developing our own internal software to increase understanding beyond what our naive hardware can do?
See, e.g., holoduke's comment in this thread. The main tool that I (I'd say "we", but I know that different folks visualize differently) have for understanding the scale of the universe is analogy. It's absolutely non-trivial to understand (grasp / grok / missing English verb) this sort of thing -- but it's absolutely possible to continue to get better at it, and to comprehend more and more as you learn and experience more and more.
An individual person can't point at something they don't comprehend and rightly claim it is meaningless. I'd argue the same is true in the extreme: if something can't be comprehended by _anyone_, that doesn't make it meaningless.
How do people make microchips, without understanding precisely and intimately how physics works at the scale of nanometers? Just because you don't isn't proof that nobody can.
One of the strands is Puppeteers' planet constellation, which is escaping, because this galaxy is imploding. It takes 10,000 years when we know about it, and then it is too late.
What are the chances of these being an artifact of the observation equipment?
Just like you can have all kinds of optical aberrations, does the same go for radio based observations?
For instance, isn't it odd that most of them happen to lie in the vertical direction of this particular observatory across many lightyears of distance?
I'd love to read more about this, in all aspects of astrophysics!
It's not that I doubt that astrophysicists take this into account, I'm sure they do! But when we see an "image of a black hole", that's really a gazillion data points from a multitude of different observatories, processed by human made algorithms with human made models and biases, and it happens to look just like we expected - how do we know it's not just our assumptions that made it into the processing and modelling?
Again, I'm sure every astrophysicist ever has thought about this and knows how it's handled, so it's not a criticism. I'd just love to read more about it, as a layperson :)
(not an expert in this, just a fan) Always a possibility and RF is generally more prone than visible light to artifacts, in part because its much harder to eliminate from the environment.
However, in this case the brighter filaments have been observed for decades, the wide angle view of this image is from 1989 from the VLA array in New Mexico with some data augmentation from Spitzer space telescope.
The MeerKAT study just increases the resolution and signal to noise ratio, which has allowed us to see many more of them, but we can see the 'old' ones as well. The emission phenomena is pretty well understood AFAIK, the mystery just being mostly when/why/how they got there.
The other thing to keep in mind is that these filaments are huge in the night sky. The image we see is a mosaic of many observations that spans 3.5 x 2.5 degrees. The moon is ~.5 degrees, or about the same size as that giant bubble on the lower right.
These sorts of images always makes me wonder about how many of the images of the universe we see, are how they look from our perspective, vs how they look from "above" etc.
I suppose this one is from our perspective?
How we know that the arms of the milky way are bent when viewed "from above"? Imagine if they were straight lines when viewed from above. From our perspective, they would appear to be spiraling arms, since the light at the far end of the arm would take longer to reach us.
I'm not doubting astrophysics here, I'm just a layperson that wonders how these things are properly taken into account.
I'm guessing, in terms of angle (ie "above" or "our perspective"), this is pretty much what you'd see. We collect data sitting here on planet earth, so more or less, everything we see is from the same vantage point in the universe. The overall size and shape of things can be calculated by relative motion of objects in space. We also can make educated guesses about the shape of our own galaxy by observing others from the outside.
One day humanity will gain the ability to simulate these filaments as viewed from directly top-down and discover that the lines converge to spell out TEXT GALAXY PLEASE IGNORE.
I wonder if they are the signal of smaller spinning black holes that have been whipped by larger ones to near the speed of light such that the Hawking radiation is magnetic in nature due to spin.
> Stretching up to 150 light years long, the one-dimensional strands (or filaments) are found in pairs and clusters, often stacked equally spaced, side by side like strings on a harp.
Are they really one-dimensional or is it just relative to their 150 LY length?
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[ 2.6 ms ] story [ 221 ms ] threadhttps://www.flickr.com/photos/astro_jcm/51847931721
I see about 600x400 pixels of that photo.
What a wonderful Internet we’ve made for ourselves.
https://live.staticflickr.com/65535/51847931721_c3feebd201_o...
I mean the first internet-connected computers like the imac g3 had only 32 MB of memory.
I just don't understand the underlying motivation to lock things down like that. It like a cortisol fountain and I get wholly irrationally unreasonably mad. It's actually funny in retrospect.
https://www.flickr.com/photos/geckzilla/51854563587/
and the deep link (9144 x 5964, but no annotations) for people who have trouble with flickr's UI:
https://live.staticflickr.com/65535/51854563587_4446b5cd40_o...
I’ll have to get on my desktop because that site is hilariously useless on my mobile.
Prettier X-ray and radio pictures, and animations : https://www.chandra.harvard.edu/photo/2004/mouse/index.html
A recent summary: https://ui.adsabs.harvard.edu/abs/2018ApJ...861....5K/abstra... ("famous for its spectacular tail"). There is a link to the arxiv preprint below the abstract.
Lots and lots of additional papers about The Mouse, with its conspicuously long tail, PWN G359.23-0.82, driven by its Vela-like pulsar J1747-2958.
https://www.semanticscholar.org/paper/Heartbeat-of-the-Mouse...
– request desktop view
– in the bottom right push the down arrow and select original
- a PNG file will download that you can open and save
[1] https://en.wikipedia.org/wiki/Laser_guide_star
https://en.wikipedia.org/wiki/Anyon
This is probably a stupid question, but how can anything in our three dimensional world truly be two dimensional? How is that imposed on matter or energy?
I thought we used 1/2/3 dimensions to help ourselves understand our world better; like theoretical tools we can use on paper or a computer to simulate and explore reality. But we actually have 2 dimensional objects in the world?
[0] : https://news.ycombinator.com/item?id=30160407
Anyons don’t only exist in lower dimensions: because of how knot theory works, we found the simplest cases in a highly confined electrons — but there’s higher dimensions analogs for higher dimensional knots.
You no longer get anyons from particles exchanging position, but rather, from when fields tangle in 2-knots.
However, the rings in a magnetic field form a torus, so tangles in the magnetic field can (theoretically) knot fairly easily, eg from energies swirls in an accretion disk.
Nobody has ever addressed my question about how the braiding you’d expect to form in a quasar would unwind — and if it doesn’t, we should expect to find most structures along “cooled, inflated” braiding. Which we seem to.
> Explained in a colloquial manner, the extended objects (loop, string, or membrane, etc.) can be potentially anyonic in 3+1 and higher spacetime dimensions in the long-range entangled systems.
https://en.wikipedia.org/wiki/Anyon
In particular, the “loops” would be magnetic field lines from the singularity to the disc (and back), which would become tangled via swirls within the disc as it spiraled inwards. While each piece would be small, the total braid would be quite large — due to number of particles and chaotic nature of the disc.
I know a single anyon doesn’t weigh much - but is there an estimate of “anyonic mass” to the galaxy, stores as tangles?
Ok, I will try. I have to admit I do not fully understand what you are asking.
As noted in the link at the top, it is reasonable to speculate that these filaments are related to the activity of the galactic centre supermassive black hole. However, we do not have a quasar in our galaxy, and it is hard to imagine (consistent with evidence from this and similar galaxies at various cosmological redshifts) that the Milky Way possessed an active galactic centre which subsequently was quenched. Indeed, part of the mystery here is that there is a quite weak magnetic field permeating the galactic centre, and little outward cosmic ray pressure.
The spectral index (more details at https://arxiv.org/abs/2201.10552 §3.1, "nonthermal radio filaments that have broad spectral index distribution as well as the steepest spectral index that can readily be discerned at high latitudes", cf https://en.wikipedia.org/wiki/Spectral_index although neither link is especially friendly to non-experts) is entirely consistent with synchrotron radiation, which does not require any exotic particles at the filamentary sources of the radio emissions. As discussed in §3.2 of the arxiv preprint, all we need is highly accelerated electrons. The mechanism for accelerating the electrons is unknown, but there are several explanations available that do not require exotic particles. §4.3 discusses several plausible alternatives.
I'm no expert on anyons but I do know how Wilczek described them when he first proposed them, and Keilmann's observations of his humour, and I struggle to see what problems introducing anyons might reasonably solve at these bulk scales. Additionally, I do not see how anyonic behaviour -- rather than straightforward magnetobremsstrahlung -- could be relevant, much less a better description, at the warm temperatures in the environments of these filaments and galactic centre molecular clouds.
Unfortunately, I don't understand your second last paragraph at all.
Our central black hole is very quiet (as opposed to active), at least a dozen orders of magnitude below the Eddington luminosity in X-rays. Quasars are at (or a very large percentage of) the Eddington luminosity, almost certainly for at least Gyr durations.
The Fermi bubbles are interesting, but around luminous AGNs (at all redshifts) we tend to find extended outflows in ionized ("hibals") and molecular gasses, and afaik we don't see anything like that associated with those gammas. AFAIR there is also a missing ~ 1250 angstrom restframe peak and an associated relativistic wind's redshift (0.1-0.2 c or 30-60 Mm/s) leading to line driving. About a decade ago there was a fair amount of discussion about the Fermi bubbles as evidence of a (not so high) luminosity AGN jet, but it seemed to require contrivances to drop in a sufficiently massive molecular cloud (~ 10^5 solar masses around 10^7 years ago, but don't quote me, not my speciality, and I was already convinced about the present << quasar luminosity (and no trace of tremendous variability or eruptive phase up to considerably more than a few percent of the Eddington luminosity) and by the stellar population).
I would say that galactic anyons solve a problem:
The toroidal knotting you’d expect around some kind of active black hole would produce effects we see, and connects them via the same mechanism —
1. Why galaxies have weird filament structures everywhere — gas is settling into loop excitations around the black hole;
2. Which is also why the galaxy seems unusually bound, because pulling it apart places additional strain in many, many anyons we can’t see or readily interact with (due to scale);
3. While also explaining the same features at a higher scale, eg galactic clusters or why so many things like Great Attractor look like the intersection of a toroidal knot.
My last paragraph is that it’s my understanding some tiny amount of energy goes into being the anyon, and hence it has mass. So the “braiding” of any system would contribute a (small?) mass to it — and I wanted to see the calculation.
I assume I’m off on a wild chase, but I want to see where the math fails for my own education.
> ... "braiding" of any system would contribute a (small?) mass to it -- and I wanted to see the calculation
My best guess is that you are thinking that the (far from active) black hole in the central parsec of our galaxy is somehow lifting mass out of itself and into the wider galaxy, and so will briefly discuss that.
A reasonable first step towards the theoretical footing behind that is Murata & Soda 2006, in Phys. Rev. D. https://journals.aps.org/prd/abstract/10.1103/PhysRevD.74.04..., "Hawking radiation from rotating black holes and gravitational anomalies" (also at https://arxiv.org/abs/hep-th/0606069v2) where the scalar field (also seen in Hawking 1978) is literally a form of "anyon" field. I don't see how the use of the name "anyon" helps, however, and the outward flux is going to be small -- even very very small compared to the ordinary thermal collisions of gas and dust in the galaxy centre, let alone the stars there.
I think that means you're on course for an extension to the Standard Model of Particle Physics to add in some electromagnetically-non-interacting species that decays at some distance into electromagnetically-interacting ones, along the lines of various dark matter decay models, especially those designed to produce "feedback" in spite of quiet galactic centres. I don't think this is likely to bear fruit, but cf. this blog on DM->tau decay: http://honorsfellows.blogs.wm.edu/2011/06/12/decaying-dark-m...
> I assume I'm off on a wild chase, but I want to see where the math fails for my own education.
I'm afraid I can't join you on your chase, wild or not, but I think that the mathematics of black holes is reasonably accessible and easy enough to find in a variety of textbooks. Coupling an anyon field to it is an exercise in quantum field theory on curved spacetime (as in Murata & Soda) or perhaps a second-quantization of an electrovac solution based on Kerr-Newman. I'm really struggling to see how -- given the high temperatures and high particle numbers involved -- anything is to be gained by looking at the truly microscopic behaviour of the stress-energy tensor, even in the very near region of the horizon. I'm also struggling to see how such effects relating to our central black hole are not totally washed out by processes in the bulge or in the thin disc. Our central black hole is not only far from active, it is also quite small compared to the black holes we find in other galaxies, especially Seyferts and recently discovered high-redshift (z ~ 7.6) QSOs. There is also a lot of dust and gas along our line of sight to the galactic centre, and between these filamentary structures and the galactic centre. (A number of these filaments are much closer to known radio-bright supernova remnants, as detailed in the study, but don't seem very different from those far from known SNRs.) There is also no evidence for beyond-the-standard-model(-of-particle-physics) physics in the discovery of these filaments. I don't mind being asked to think about BTSM, but these filaments are a very poor justification for that.
Finally, the only knotting I expect around a quasar or microquasar are bright spots in the plasma of jets consistent with small-angle radiation, and it's hard to think of a better explanation than proper motion of the source. We see this in stellar-mass X-Ray binaries (especially nearby microquasars), for example. ...
Those knots are (supermacro) anyons, because they’re tangles in a field that form particle-like excitations, though in this case loop like excitations. And what we’re seeing as weird patterns is gas dancing around those loop excitations within the galaxy, eg emitting synchrotron radiation as they do.
That would be one explanation of why we find so many filaments perpendicular to the galactic plane.
> I'm really struggling to see how -- given the high temperatures and high particle numbers involved -- anything is to be gained by looking at the truly microscopic behaviour of the stress-energy tensor, even in the very near region of the horizon.
For the same reason that braiding tells us something about the behavior of plasma globes — the topology doesn’t just “go away”, and we need to account for where the tangle went. It either fell into the black hole or it’s still here. For the same reason plasma globe filaments only collapse at topological defects.
The precise reason that I think that we can’t ignore the braiding term is that we’re forming an entanglement structure between all of those particles — and while it’s a jumbled mess, that’s precisely why we can’t ignore its contribution to mass and galactic binding.
I also would point out that this doesn’t require any extensions to the standard model — I’m just saying something that happens small also happens big: that braiding is a fact of the wave equation.
There are multiple sources in the galaxy, so on purely a Gauss Law analysis I am pretty sure you are barking up the wrong tree.
> [the] Great Attractor look[s] like the intersection of a toroidal knot
What? Please explain.
> the galaxy seems unusually bound
Discovered features of our galaxy is about the best evidence for Copernicanism that we have. Up to the limit of current observation, there is nothing at all physically special about the Milky Way for any practical purposes.
We would therefore expect to find filamentary structures in other spiral galaxies in our sky, and be surprised (which is great for theorists) if they were not there when we look.
What do you mean by pulling our galaxy apart? What's the mechanism?
Here is where you should write down the maths you are hoping someone will check, and here is where you get to satisfy your complaint that nobody has ever answered you seriously before.
In particular, and please forgive me that I can't think of a politer way of putting it, I think you need to demonstrate that you have any idea at all about what you are talking about in your numbered paragraphs in this reply-comment's parent.
Sounds like the wake of shipping lanes, the ships even follow regulations to stay a safe distance away from one another, though they really should do something about those older engines that mess up the landscape for everyone with the wakes. If that's not a sci-fi story yet, it probably should be!
I wonder what those actually are, though.
https://www.plasma-universe.com/pinch/
Most who have found employment actually doing science study the sun, I think. But fusion projects divert many of them.
I'm pretty sure this is a joke, but I could use some reassurance.
It's interesting when the question of what is driving electrons across these filaments at near-light speed is still open... could they be natural accelerators? What if you could ride one of these filaments?
Or what if they're like the exhaust trails of an FTL vehicle/body? Or something inter-dimensional?
Knowing they're very far away, are we looking for them closer to home? Can they even be observed with such clarity if they were closer to us?
That would be rather depressing, if true. There's only a couple strands, so it would seem that FTL travel is very very rare. Among the 100 billion stars in our galaxy, only a handful have used FTL travel in the last 25,000 years?
Maybe the costs are *ahem* astronomical, so the tech is reserved for very large ships, only needing or affording a few trips. You know, like our one ever visit to the Moon.
Maybe they’re the tubes connecting gates or wormholes carrying a regular traffic of thousands of ships.
You know this is not factually true, even if you just consider the Apollo project.
One single evidence of physics breaking aliens would be the most cheerful thing in my lifetime.
Not only that but they're also huge. If we were inside one we may see them as some sort of an almost uniform, isotropic field ... perhaps like cosmic background radiation?
Thank you for saying it. I desperately want this to be the case.
The balloon structures are civilizations with the ability to move at least throughout their local group, the strands are results of experimentation for whatever technology allows them to do so. :)
Black hole accretion disks are my bet. Accretion disks are the most hot and violent places we know of. The more powerful the plasma dynamo, the larger the magnetic field lines will be. Think Van Allen belts but galactic scale.
Electrons move freely along magnetic field lines and they are very lightweight. Moving at near light speed along them isn't a unique phenomenon. Hell, every TV on the planet until 20 years ago used to make an electron beam.
But it would fit so well, because those wobbly curves almost scream "vortex" to my eyes. Interplay between forces towards some sink/collector and repulsive forces amongst the attracted, doesn't this almost always end up looking like that? If a mathematical pattern can be found across a range as wide as bathtub sinks and tornadoes, perhaps we should not be surprised to find it on galactic scale as well. But the dimensions involved, the fact that this whole thing apparently emits sufficient waves/particles for us to detect, crazy!
One could imagine black holes forming far out in the accretion disk of a supermassive black hole, with the matter already organized by the central mass. That would seem to demand a collection of coplanar accretion discs around the baby holes (which could themselves be quite large), and the holes themselves in that plane. (But we still need to explain their regular spacing.)
Maybe that would also help explain how the "impossible"-mass holes seen by LIGO form?
Or at least the ones we see. How would they look like if viewed from above?
Indeed, our own solar system is not aligned with galactic north-south,
https://commons.wikimedia.org/wiki/File:Motion_of_Sun,_Earth...
and that is hardly unusual or unexpected:
http://curious.astro.cornell.edu/about-us/159-our-solar-syst...
And while we don't have many galactic black hole candidates, the ones we have and can see beaming are haphazardly oriented, and there's no reason why black holes should behave differently from their progenitor stars (oriented haphazardly) or other compact objects (the pulsars mentioned above).
What a few puffs of dust that have not reached an energy minimum yet do isn't important.
There is further detail from Ethan Siegel here: https://medium.com/starts-with-a-bang/ask-ethan-37-the-earth...
Quoting a tiny fraction that article:
(I added the asterisks for emphasis)Additionally, amplifying my previous comment, almost no known black hole candidates' equators are aligned with their host galaxies' thin discs, at any redshift.
>The Sun is presently located about 25-to-27,000 light years from the galactic center, and makes the shape of a simple ellipse around the galaxy.
Turning to the latter, it is well known that the residual solar motion with respect to the average of local stars is U_sun ~ -10 km s^1, V_sun ~ 5-15 km s^-1, W_sun = 7 km s^-1, leading to the sun moving centre-ward, faster than the local standard of rest, and northward out of the galactic plane. (cf. Dehnen & Binney 1998 [1], and also Schönrich, Binney & Dehnen[2] figures of (U,V,W) = (11.1, 12.24, 7.25) km/s with uncertainties (+0.69-0.75, +-0.47, +0.37-0.36)). Although we are currently close to mid-plane, with a half-period of ~30 million years the solar system for the past six hundred million years has moved in the R,z plane +- 0.075 kpc from the mid-point.
This is simply not within the equatorial plane, as opposed to oscillating within the bulk of the stellar disc and through the equatorial plane. The distinction is, in my view, important. So is the point that other local stars move in the z-plane differently.
R,\theta is also a bit more complicated than suggested by Siegel's article; the orbit in that plane traces out a rosette shape around the galactic centre.[3]
None of this however addresses the key point, which is that the equatorial planes of stellar objects and collapsars are not in general parallel to the equatorial plane of the galaxy, and as a consequence polar jets are not perpendicular to it. The comment several generations up to which you initially replied asked about why the radio-loud steep-spectral-index filaments are all close to perpendicular to the galaxy's equatorial plane. It is a good question, and your answer was not correct.
[1] https://academic.oup.com/mnras/article/298/2/387/1056582 https://arxiv.org/abs/astro-ph/9710077
[2] https://academic.oup.com/mnras/article/403/4/1829/1054839 https://arxiv.org/abs/0912.3693
[3] https://www.wolframalpha.com/input?i=parametricplot++%28%28%... for 660 Myr., parameters ibid. & [4], but very much my answer to "show your math". Spatial units are kpc.
[4] https://ui.adsabs.harvard.edu/abs/1986gss..conf...35B/abstra... http://www.as.utexas.edu/astronomy/people/fnb/pubs.html
It's unlikely for accreted stars to be in the same galactic orbit, so the accreted stars will be adding to the rotation in the galactic plane.
(Near region and strong-field work has already been done for you, numerically but recently, in recent work on GW200129_065458 e.g. https://arxiv.org/search/?query=GW200129&searchtype=all&abst... and this excellent visualizer https://vijayvarma392.github.io/binaryBHexp/ . For extra self-credit you will already be wondering about the final parsec problem, and junction conditions for the previous problem as you adapt the Kerr metric for multiple black holes.)
"Stretching up to 150 light-years long, the one-dimensional strands (or filaments) are found in pairs and clusters"
This is surely very interesting and raises lots of lovely questions, found in pairs aspect must be indicative of something. Would love to know if the pair's spacing constant. Also, how can they be one-dimensional as my understanding is, we would not be able to measure them far away if that was the case.
https://www.goodreads.com/book/show/54493401
Whatever fantastical concept we can imagine likely exists in some iteration out there.
That's a hard trick to pull, though. How do you tell an expert's tale without a) getting too technical for most or b) getting to ELI5 for the few?
https://en.wikipedia.org/wiki/Hercules%E2%80%93Corona_Boreal...
This one measures 10 billion light years. Now recall that 1 light year is about 10 trillion kilometers... tick, tick, tick, boom! Mind blown again.
The strands from the article are 150 light years which is seventy eight million, eight hundred and ninety four thousand light minutes (78894000lm) or nine million, eight hundred and sixty one thousand, seven hundred and fifty times the distance of the sun (9861750x) which gives us 16mx9861750 or one hundred and fifty seven thousand, seven hundred and eighty eight km (157788km). About 40% of the way to the (real) moon.
If you mean the Hercules Great Wall, 10 billion light years is five quadrillion, two hundred and fifty nine trillion, six hundred billion light minutes (5259600000000000lm) which gives us six hundred and fifty seven trillion, four hundred and fifty billion (657450000000000x) times the distance to the sun which would be ten trillion, five hundred and nineteen billion, two hundred and million km (10519200000000km). Or "quite big".
> Filaments within clusters are separated from one another at perfectly equal distances — about the distance from Earth to the sun.
Does that mean that they are able to distinguish individual filaments that are "only" 1 AU apart, but ~ 25 000 light years (~1 600 000 000 AU) away from us? Because that would also be damn impressive!
Paper is here - https://arxiv.org/pdf/2201.10541.pdf
(Edit:Yes take a look at the images and scale bars on page 14)
See this excellent video on the scale of the cosmos: https://youtu.be/4iC9Qi3y9q8
And this one on how the universe would meet its fate at the hands of Dark Energy: https://youtu.be/fdFf5PRPE9g
This one on the emptiness of the universe is quite fascinating as well: https://youtu.be/BCjWmfWq0pU
Just watched the first one and it was great.
Looking forward to the rest.
Nature: https://youtu.be/rENyyRwxpHo
Contributing Author: https://youtu.be/Ayj4p3WFxGk
Basically suggesting that if our universe was a human life, we'd still be in the hospital right after birth. So much time left to go.
1,000,000,000,000
x 10,000,000,000
-----------------------
10,000,000,000,000,000,000,000
Or
10 ** 22
Aka Ten Sextillion
Yup - definitely related to warp drive tech ;)
[1] https://www.youtube.com/watch?v=s2hM1tyEL0U&t=1m29s
We witness structure in a 3d space, have to add time to that dimension and yet look onto something back in time, when commonly agreed fixtures like the fine structure constant might have had a different value or not exist at all.
One million, when not attached to something tangible, cannot be processed. A house is one million euros - that I can get. What is one million protons side to side - I have no idea.
Of course, I can calculate that 10^6x10^-15 m is 10^-9 m. Right..
Same goes for scale. If I say - twice the width of a tree you immediately get an idea. Twide the width of a hair - not much. A million times the width of a hair - neither.
So 10^9x10^12x10^3 m = 10^24m, looks it is a lot.
Do you know how large 50000 bacteria side to side are? I don't. I can compute the number but these are neither scales nor magnitudes I am used to.
300,000 km seems to be large but I do not know how much. About 10 times the perimeter of our planet. But this does not say much either.
But when you say "five people in a room, and then two joined" you have no problems processing the numbers.
Without too many spoilers, the coarse structure of the universe is imagined to be able to be manipulated into tools and weapons.
Just like you can have all kinds of optical aberrations, does the same go for radio based observations?
For instance, isn't it odd that most of them happen to lie in the vertical direction of this particular observatory across many lightyears of distance?
It's not that I doubt that astrophysicists take this into account, I'm sure they do! But when we see an "image of a black hole", that's really a gazillion data points from a multitude of different observatories, processed by human made algorithms with human made models and biases, and it happens to look just like we expected - how do we know it's not just our assumptions that made it into the processing and modelling?
Again, I'm sure every astrophysicist ever has thought about this and knows how it's handled, so it's not a criticism. I'd just love to read more about it, as a layperson :)
However, in this case the brighter filaments have been observed for decades, the wide angle view of this image is from 1989 from the VLA array in New Mexico with some data augmentation from Spitzer space telescope.
https://public.nrao.edu/gallery/the-center-of-our-galaxy-2/
The MeerKAT study just increases the resolution and signal to noise ratio, which has allowed us to see many more of them, but we can see the 'old' ones as well. The emission phenomena is pretty well understood AFAIK, the mystery just being mostly when/why/how they got there.
The other thing to keep in mind is that these filaments are huge in the night sky. The image we see is a mosaic of many observations that spans 3.5 x 2.5 degrees. The moon is ~.5 degrees, or about the same size as that giant bubble on the lower right.
Here's the paper. I just scanned through it and its relatively approachable - https://arxiv.org/pdf/2201.10541.pdf
Edit: Check out the section 'OBSERVATIONS AND DATA PROCESSING'
I suppose this one is from our perspective?
How we know that the arms of the milky way are bent when viewed "from above"? Imagine if they were straight lines when viewed from above. From our perspective, they would appear to be spiraling arms, since the light at the far end of the arm would take longer to reach us.
I'm not doubting astrophysics here, I'm just a layperson that wonders how these things are properly taken into account.
Are they really one-dimensional or is it just relative to their 150 LY length?