# Can water falling from a tap follow a spiral path?

The faucet design depicted below is driving me crazy. The water falling from the tap appears to follow a spiral path. No one seems to agree whether it is physically possible for the water to spin in such a way. Is it possible? Please explain your answer. More info about the tap is available here.

• It is not clear what you're asking. Are you asking if the faucet can produce cool-looking swirly patterns as illustrated? Mar 10, 2015 at 15:44
• IMHO the question is clear and is about physics. I don't think I've seen this illusion before, but I can't believe this is the first time it's been created. Mar 10, 2015 at 15:59
• Think "Coriolis Effect". Mar 11, 2015 at 1:46
• @HotLicks To an $n$th-order approximation, nothing that ever happens in a bathroom sink has anything at all to do with the Coriolis effect. Mar 11, 2015 at 19:32
• @HotLicks The question asks for an explanation of the effect from the non-rotating frame of the person standing in the bathroom looking at the tap. Mar 11, 2015 at 21:35

You are right that, without a force acting on it, water falling from a tap could not follow a spiralled path. The tap, however, creates an illusion - the water appears to be spiralling, but it isn't - it's falling straight down.

The illusion is created by the "turbine" inside the nozzle, which rotates the ring of spouts that the water falls through. The effect is that a corkscrew shape of water falls downwards.

A falling corkscrew, however, is difficult to distinguish from a rotating corkscrew, hence the illusion,

Let me also add a caveat, pointed out by @Adam Davis. The pictures of the tap are all computer rendered. This fancy tap is just an idea - the designer has not built a working, proof of concept prototype. There might be serious difficulties in realizing such a design, for example, turbulence from the spinning nozzle might destroy the corkscrew shape of the falling water.

• Also be aware that every image of these faucets and their resulting water pattern are computer generated or artist rendered images. They are a design concept only, and have not been prototyped or manufactured (or if they have, there's no public images available of the attempts). Interesting idea, but even if they make them I doubt they will get the laminar clear flow the images depict. These faucets will have to remain in the realm of fantasy for now. Laminar flow is hard enough to achieve without moving parts, but that turbine will create all sorts of nasty turbulence in the water... Mar 10, 2015 at 17:56
• Also, the first and last pictures depict clockwise and anti-clockwise spirals. This would only be possible with two parts that rotate in different directions. The cross-section in the final picture doesn't suggest that this occurs. Mar 10, 2015 at 23:48
• Also consider that the water's surface tension will cause it to revert to a cylindrical stream almost immediately, so that nice corkscrew effect probably won't make it to the bottom of the sink.
– paul
Mar 11, 2015 at 10:37
• You could in principle counteract surface tension by rotating the stream slightly. This idea could work if you size the faucet up two orders of magnitude, and make the head larger vertically so that you get a more laminar flow. The way it's depicted here, no, can't work with water's surface tension, sorry. Mar 19, 2015 at 17:45

@innisfree's answer covers the tap in question, but I'd like to expand briefly. Like he says in his answer,

without a force acting on it, water falling rom a tap could not follow a spiralled path

Well, what if you do apply a force? Then yes, you can make water fall in a spiral.

This picture is from a video I found while researching Chladni Plates. Essentially, nodes in sound waves can be visualized in different media when you apply that sound to the media. In chladni plates, you end up with simple two dimensional images for the nodes. The same principles can be applied to different media.
In this case, a bass drum is attached to a barrel of water which is slowly draining. The sound vibrates at a specific frequency, which can be seen in the spiral of the water.

• The same explanation from innisfree goes for this. The water doesn't fall in a spiral, it appears to fall in a spiral because there's some "smart strobing" with eithe shutters or light. The water falls straight down, but the point where it falls from travels in a spiraling motion, making it look like a spiral. The video you link to isn't the only one; it's been done thousands of times and many of those videos contain an explanation ;) Mar 11, 2015 at 11:19
• There was a episode of the Magic of Science where they used a combination of sound and strobe lights to make the water appear to slow down, stop and flow upwards back into the pipe by varying the frequency of the strobe lights. Mar 11, 2015 at 12:23

This probably won't work in practice at all.

First, there is the problem of Rayleigh instability that splits streams into droplets. It is true, that the more laminar the flow is, the more stable the stream. But in this case, the mechanism in the turbine will disturb the water rather than make it laminar, so the streams won't keep together in nice strings.

Also, the nozzle needs to be such, that the velocity of water is perfectly vertical, only the nozzle moves. If the water gets sideways momentum, the spiral will open up (you can call it centrifugal force effect if you want). But it's hard to engineer a nozzle that will rotate but won't push the water stream sideways in the process.

So in short: such a tap will probably make some kind of a spiral, but it will flow outwards and spray droplets around.

EDIT: There are a lot of art installations that use illusions like this one, but they don't move the nozzles: they just close and open the nozzles in a sequence like a printer. The pattern is made of droplets, not streams. Example: https://www.youtube.com/watch?v=gusJeslMbLc&html5=1

It would be possible, and not even terribly difficult, to have a faucet whose stream, viewed at a moment in time, would appear as a spiral. A double-spiral diamond pattern would be harder, but should by no means be impossible, though unless the diamonds were rather coarse they would tend to become blobby as water moved away from the faucet. The key observation, though, would be that all of the water in the stream would be moving in the same direction away from the faucet.

To understand what's going on, imagine that the pipe leading up to the end of the faucet was perfectly straight for the last six feet and one had a dowel in it. Imagine further that the end of faucet contained cutters around the perimeter which rotated as the dowel moved through. Even though the dowel wasn't rotating, the cutter would have no difficulty cutting a spiral groove in it (and a pair of counter-rotating cutter rings could cut a diamond double-spiral arrangement). Cutting neat-looking diamonds in water would be harder than with a solid dowel, but there are ways such a thing could be accomplished.

What's important to note, however, is that unless one is either taking a short-exposure photograph of the stream or illuminating it with a strobe light, it would appear as an ordinary stream of water. Stroboscopic illumination, however, could make the pattern appear to move slowly upward or downward along the stream (there would be a limit to how fast the pattern could appear to move and still be visible as a pattern). The strobe wouldn't change the rate at which the water actually moved, however--merely how the pattern within the water would appear to move.