That’s No Moon… That’s An Exoplanet!

It wasn’t that long ago that a science teacher would have told students that there was no evidence of planets around other star systems. Even more recently, they might have said that while we’ve seen evidence of extra-solar planets, we would never be able to see them directly. But that’s all changed. [Jason Wang] has several videos that use images taken over years to visualize the orbit of several large exoplanets.

Of course, some extrapolation is involved. According to [Jason]:

We unfortunately do not have the luxury of watching these planets every night and record them. However, these planets move slowly, with orbital periods at least decades long, and predictably following Kepler’s laws. We can use a technique called motion interpolation to reconstruct what the image should look like using images taken before and after the date we are interested in. Motion interpolation is a technique commonly found in video editing and in modern TVs.

You have to be a patient photographer, apparently. One video has 30 images taken over 17 years, for example. Another has 10 images from the Keck Observatory taken over 12 years.

The work has fed scientific papers like this one or this one. While it might be more fun to see these star systems from the bridge of your favorite starship, this is probably as close as you are going to get.

We find both the prospect of exoplanets and the technology used to find them exciting

Using Vibration To Make Stuff Stick Contact-Free To Ceilings

Generally making stuff stick to something like a ceiling requires resorting to suction cups, glue or something much more permanent, but [Steve Mould] starts his video featuring a playing card that is clearly defying gravity with no such measures. All that it seems to take is the small vibration motor placed on said playing card, with its vibrations making the card stick like a kind of magic trick.

Although the easy explanation would be that it creates a kind of Bernoulli grip – a common pneumatic, contactless gripping device – [Steve] explains how it’s more complex than that. This vibration adhesion effect doesn’t rely on the same constant pressure drop that a Bernoulli grip experiences within the small gap between the surface and the object. Although a gap is present, it’s much smaller in this case.

Of note is that this effect only occurs when the object is made of a flexible enough material that can vibrate along with the vibration source, in the form of a motor or transducer. As demonstrated in the video, this creates standing waves that affect the surrounding air. When pushed against a rigid surface, these standing waves change into travelling waves, which result in the air that enters this small gap constantly being pushed out and thus lowering the air pressure.

The air pressure between the rigid and flexible surfaces thus becomes lower than that of the surrounding air, creating the resulting suction effect without touching the surface as something like a suction cup would.

One can imagine practical uses for this effect much like with Bernoulli grips. These are especially common in the semiconductor industry for handling delicate items like silicon wafers with zero risk of contamination. In the video it’s shown how you can use the effect to even hold the weight of a person, though they failed to get past a few dozen kilograms with the used setup involving a 400 Watt transducer, possibly due to their ‘ceiling’ not being rigid enough, leading to energy loss.

There are also papers such as this 2025 one by [Siquan Li] et al. who suggest a ‘Micro-Vibration Adhesion’  (VBA) system to help small robots climb up walls for use in repairs and inspection. In their experimental setup they found an adhesion-to-weight ratio exceeding 51 times, making it an interesting way to have small robots defy gravitational pull without a complicated mechanism.

Continue reading “Using Vibration To Make Stuff Stick Contact-Free To Ceilings” →

Power It With Sodium (But Please Don’t)

[Applied Science] has a new demo of an old 1970s patent for a portable generator that is both interesting and terrifying. The generator uses sodium and water, which, if you remember your old chemistry classes, will combust spontaneously. Turns out, though, it won’t if you draw power from it fast enough. Don’t draw enough power? BOOM, apparently. Check it out in the video below.

Of course, lithium-ion batteries might catch fire, too, but this looks a lot more likely. The patent made some wild claims about how much you could draw from the device, but the video shows that practical results are somewhat less.

Continue reading “Power It With Sodium (But Please Don’t)” →

Two diaphragm vacuum pump setups with high-tech jam jar vacuum vessel. (Credit: Maya Posch)

Vacuum Drying And Making Stuff Hot In A Vacuum

After previously exploring the impact of vapor pressure on the drying of desiccant and more, the conclusion was essentially that in order to drive moisture that’s not directly on a material’s surface out of it, you pretty much have to heat up said material to make the process not take forever. Of course, we’d still want to retain the vacuum while doing said heating, which raises the question of how you best heat something that is inside a vacuum.

Fortunately, this is a solved problem, with commentators to the previous article helpfully pointing to the existence of devices like vacuum ovens. Of course, you can either buy such a device and not worry your pretty little head about the finer details, or you can defy convention and build one yourself because you’re a rebel and really want to know how their internals work.

Thus in this article we’ll be taking a look at the finer details of generating thermal radiation and how to best heat up a sample inside a vacuum chamber without directly picking easy mode with microwaves.

Continue reading “Vacuum Drying And Making Stuff Hot In A Vacuum” →

Quantum computer

Will Superconducting Transistors Help Quantum Computers?

Despite all the glamorous promises made about quantum computing, it’s hard to make the argument that today’s quantum computers hold a candle to the sheer practicality of classical computers, especially when qubits need to be cuddled at cryogenic temperatures inside a cryostat. This is worsened by the problem that regular semiconductor transistors do not really appreciate these same cryogenic temperatures, creating an awkward interfacing problem for the controlling electronics.

Now a new pitch here is to create superconducting transistors that will happily work at temperatures near absolute zero. In an article in IEEE Spectrum this start-up – called S-Transistors – and their concept are covered.

By being able to have the control circuits inside the same cryostat, one can forego the absolute mess of wiring that has to penetrate it, and with it one major failure point. Their proposed solution uses the same Josephson junctions (JJs) that are also used for qubits, using a high enough current to briefly make it non-superconducting, inducing a voltage pulse that can be detected.

In addition, JJ-based field effect transistors (JJFETs) are used, with this 2025 paper by [Yusheng Xiong] et al. detailing these structures. Here S–Transistors claims that they are now able to manufacture JJFETs at scale, which would be another major breakthrough that could bring quantum computing just a little bit closer.

They’d be competing with cryogenic CMOS (Cry-CMOS), which can use standard semiconductor production lines to create circuits that can withstand cryogenic temperatures, albeit not quite a the near-zero K level that these superconducting transistors and JJFETs would be capable of.

Determining Diamond’s Properties Under Extreme Pressures

Although graphene gives diamond a solid run for its money when it comes to being the most useful assembly of carbon atoms, both have the distinct property of material scientists still trying to figure out all their properties and potential applications. This includes something like the melting curve of diamond and potential phases beyond this diamond lattice phase that occur when exposed to extreme pressures and temperatures. Such as those experienced on a planetary scale and during inertial confinement fusion (ICF).

In this research (paywalled) by researchers at the Lawrence Livermore National Laboratory (LLNL), it was investigated how close theoretical simulations were to physical reality by blasting diamond samples with a laser. This ablated the surface and sent a shockwave through the material that caused it to melt. Using X-ray diffraction data this entire process was followed, elucidating the exact melting temperature under such conditions.

This revealed that previous estimates based on earlier experiments had been off by many hundreds of degrees, giving a far better idea of how diamond responds to such extreme pressures and temperatures. Where such information is very relevant is in fields like planetary science where diamonds can occur naturally and being able to predict their presence can be essential.

The other application, and the primary reason why LLNL does this kind of research is for the sake of ICF at the national ignition facility (NIF), which is the best way to investigate the behavior of e.g. hydrogen isotopes under extreme conditions like those of nuclear weapons.

Unfortunately this research will have no impact on practical power generation using nuclear fusion, as the only viable path there involves forms of magnetic confinement fusion (MCF), but it’s still pretty rad to improve our understanding this carbon form.

Testing Coulomb’s Law And Similar Fundamentals Yourself Remains Tricky

How easy is it to build a simple demonstration at home that proves fundamental law of physics, such as Coulomb’s inverse square law, or Maxwell’s equations? This is one of those questions that always nagged at [Casual Physics Enjoyer] as they sought to find ways to develop a more intuitive understanding of these fundamentals with simple DIY-at-home experiments. Unfortunately this turned out to be rather tricky for Coulomb’s law.

Us H. sapiens – courtesy of a few bright individuals – have figured out many of the fundamentals that underlie this physical world over the past few thousands of years. Even if we still got some pretty massive fundamentals left today for equally bright-minded folk to bash their collective heads against, basics like Coulomb’s law or Maxwell’s equations ought to be a snap now for the average person to replicate since they were after all performed in an era before quantum mechanics, computers or even electrification.

To the dismay of the average physics student, experiments that demonstrate these fundamental laws of physics are still pretty hard to replicate without some solid time and monetary investment. This is demonstrated quite succinctly in the linked article, where the question of how to demonstrate the force between two charged particles, as in Coulomb’s law, and that it is an inverse square relationship is attempted.

Whereas the Wikipedia entry claims it to be a ‘simple experiment’ with just two identical spheres, in a DIY setting this is somewhat tricky, including the part where you have to charge up the spheres and measure the force. Using some aluminium foil and wires you can get the two ends to separate as you’d expect, but quantifying the force is a whole other matter.