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[This is a transcript with links to references.]

I got a lot of questions this week about an article which said that physicists have designed “a Way to Detect Quantum Behaviour in Large Objects, Like Us”. Quantum Behaviour like what? Going through two doors at the same time? Tunnelling through a wall? Separating my grin from my face? I had a look at the paper.

First of all, this is a really neat paper. It’s about what I consider without exaggeration the most important question in physics today, that is, why do we not observe quantum effects in everyday life. Like why aren’t cats ever dead and alive for real.

I often hear people say that quantum mechanics is a theory only for small things and just doesn’t apply to large things like us. But that isn’t true, it’s really a theory for all things. We know from our experience that large things like you and I don’t seem to be able to do quantum things. At least I haven’t tunnelled through any walls recently. But the thing is that the mathematics of quantum mechanics doesn’t have any such distinction.

This is why Schrödinger was going on about this cat which is both dead and alive. His point was to say that this is one of the consequences of the mathematics of quantum mechanics. Yet, somehow macroscopic objects don’t seem to display this quantum behaviour.

 Now since Schrödinger’s days, physicists have solved part of this riddle. They have figured out why it’s basically impossible to *measure* the quantum properties of large things like cats. It’s because of a process called “decoherence” that has the effect of spreading quantum links into the environment until you can no longer tell they exist.

But what this decoherence does it that it converts a cat which is in this funny dead and alive state into a cat that dead with 50% probability and alive with 50% probability. This is no longer a quantum state, because now you have normal probabilities. But it’s not what we observe either. So physicists solved the question why we don’t observe quantum properties of large objects, but they haven’t figured out why objects always exist with probability either 0 or 1.

One way to explain this is that quantum behaviour indeed goes away for macroscopic objects. If that was so, this would be a really really big deal. Because as I said, quantum mechanics itself says that quantum behaviour does not go away for big things. The trouble is it’s very difficult to measure this.

The authors of the new paper now put forward a very clever idea. They propose to track the path of an object to see whether it makes quantum jumps. You see the key feature of quantum mechanics is that it’s fundamentally random. So quantum objects sometimes change direction or location for no particular reason. The question is then whether large objects still have this kind of unpredictable change in their behaviour.

The trouble is that well if you track the path of an object it seems you need to measure it and that will disturb the object and that would look like a change but it wasn’t a quantum jump it was something that you caused. The cool thing about the paper is that they’ve figured out a way to measure the path of an object without ever looking at it.

This may sounds somewhat unintuitive, just maybe, but the idea is really fairly simple.

Suppose you have a big box with a marble inside. There’s no light in the box, so you don’t know where the marble is. You want to know where the marble is and whether it’s doing quantum jumps. But you don’t want to shine any light on the marble because that could oh so slightly move it. What you do instead is that you look only at one side of the box. And if you do *Not* find the marble there, you know it’s on the other side, even though you never looked at the marble.

This is called an interaction-free measurement. The researchers now devise a protocol in which you do this repeatedly by updating which part of the box you measure to gather information about where the marble is. And importantly they show that this kind of measurement does not depend on the mass of the object. So it should work for heavy objects. In principle, as heavy as you and I. And this is where the headline came from, it’s that their protocol for inferring quantum properties of an object doesn’t depend on the mass of the object.

But as usual the devil is in the details. Because while their protocol is in principle independent of the mass, in practice making the measurement becomes more difficult with mass. This is because, as you might have noticed, heavier objects also tend to be larger. And the larger they are, the more particles they are made of. And the more particles they’re made of, the noisier they are. There’s also the issue that I suspect it won’t be possible to tell apart a truly random from a possibly chaotic motion.

Still, I find this a very intriguing idea, and I can’t wait for the experiment to show that if I just hit my head at a wall often enough, I will indeed eventually tunnel through.

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Does Everything Make Quantum Jumps? Clever New Experiment Could Find Out

I got a lot of questions about an article which said that physicists have designed “a Way to Detect Quantum Behaviour in Large Objects, Like Us”. I had a look at the paper. It’s about what I consider without exaggeration the most important question in physics today, that is, why do we not observe quantum effects in everyday life. They want to figure out if macroscopic objects still make quantum jumps and have come up with a clever idea for that. Paper here: https://journals.aps.org/prl/abstract/10.1103/PhysRevLett.132.030202 🤓 Check out our new quiz app ➜ http://quizwithit.com/ 💌 Support us on Donatebox ➜ https://donorbox.org/swtg 📝 Transcripts and written news on Substack ➜ https://sciencewtg.substack.com/ 👉 Transcript with links to references on Patreon ➜ https://www.patreon.com/Sabine 📩 Free weekly science newsletter ➜ https://sabinehossenfelder.com/newsletter/ 👂 Audio only podcast ➜ https://open.spotify.com/show/0MkNfXlKnMPEUMEeKQYmYC 🔗 Join this channel to get access to perks ➜ https://www.youtube.com/channel/UC1yNl2E66ZzKApQdRuTQ4tw/join 🖼️ On instagram ➜ https://www.instagram.com/sciencewtg/ #science #shortly

Comments

Anonymous

When we figure out how to prepare a macroscopic system in a quantum state, macrorealism will go the way of the dodo. Quantum mechanics is nature’s way. The question we might want to ask is how and why she fools us into perceiving a “reality” without probability amplitudes.

Anonymous

"Indeed" on your second point. Maybe she is a hard-core Trascendental Idealist at heart? On your first point: following "Nature's way", in this sense, is not going to be very practical at the macro level. Or even GR (in most, but not all cases, Newtonian+a few Post-Newtonian corrections, when needed, is often useful and, unlike plain GR, often used). While, likewise, "all is directly explicable by quantum mechanics regardless of object's size and complexity" might turn out to be true, this is not going to be needed, even if its use became possible in principle, to design a new high-rise building, brush one's teeth, survey the route of a future road, deposit a check, or use toilet paper. Not counting devices that might be used in some of the above, such as lasers to measure at the factory the paper's thickness, or whatever; mass spectrometers to verify, maybe, that the steel has the right composition, etc. Or computers used to guide the work being done. But their "quantiness" is invisible to those who do those things, as it should be, so they do not need think, or even know about it.

Anonymous

As far as I'm concerned the "without ever looking at it" is nonsense because an observer never has to interact with a macro object in order to make a measurement, unlike microscopic objects; A ball rolling across the floor reflects light, disturbs fields, creates pressure, etc with or without an observer or like a tree falling in a forest makes sound when it falls when no one is there to hear it. Also, the cat is never alive or dead because the cat is a being and is its own observer. Extending quantum mechanics to macro objects appears more problems in ascribing too much to math.