Graphene optical lens 200 nm thick breaks the diffraction limit
swinburne.edu.au
swinburne.edu.au
This is an excellent result. It could also provide an interest boost to solar in terms of $/watt by focusing more light into a small area. Fun times.
https://en.wikipedia.org/wiki/Solar_thermal_energy
For photovoltaics you do not want to focus the light for many reasons the cell has a cap per surface area that it can produce, you don't want voltage spikes across the subcells (if it exceeds the overall limits of the cell it will damage it), it wears out the cell, and the cell efficiency drops as the temperature increases.
I know pretty much nothing about it besides the fact that it exists, though.
You're correct that at some point you get undesirable transients, or you just melt your cell. I do that by accident more often than I'd like, by shining infrared lasers at a photo diodes while forgetting that I've left a microscope objective in front. Expensive mistakes.
Now re: the article, if you ask me the really interesting thing here isn't being able to focus light to really small areas per se, but that they've broken the diffraction limit. This means you can form an image of an object that is smaller than a half-wavelength of light. For e.g. red light, that means you can take a picture, an optical picture, of something like, say, a mosfet on a chip. Or a virus. That's quite something.
I'll note however that I could foresee (read: speculate) a scenario where having such a tiny focus, like the solar cell scenario, could invoke a quantum mechanical effect in some special material whereby the light coupling becomes much greater, thus increasing efficiency or something. But that's just science fiction as far as I know.
PS: Sorry if this is patronizing. I know nothing about my audience ;-)
I can't find a single use of this for solar based on the specifications of the lens in the paper. Also photovoltaic really doesn't need focusing it doesn't give you anything because eventually the amount of power you get per surface area is the same so it doesn't matter if you cover a 50 sq/m area with a lens and focus it on a 5 sq/m cell or have a 50 sq/m cell to begin with, also considering that photovoltaic cell efficiency drops with temperature you really don't want to focus any light on them as it will tank your power production.
Thermal solar does need focusing but mirrors will actually work better than this for that application as well because you need to reflect the light to a central location anyhow an a collection mirror does both at the same time.
> The 3D focusing is a result of the interferences of wavelets originated in the lens plane from different zones19, as illustrated in Fig. 1d.
Which suggests it's more about interference than about Snell's law.
This does look like a microscopic zone plate. This is not a new idea though, it's how we focus X-rays as most materials don't refract X-rays very well; I guess they just managed to make a really small one. I wonder in what sense it "breaks the diffraction limit".
I'll make an attempt to mansplain this...
The actual diffraction limit depends on wavelength (lamda) and the numerical aperture (NA) of the lens. Diffraction limit is ~ lamda/(2*NA).
In traditional objective lenses used in confocal scanning microscopes, the diffraction limit has been ~0.5 microns. If you increase NA, it also means decreasing working distance-- to the point where the focal point meets the surface of the lens.
They've managed to increase NA with their zone plate, but since their "lens" thickness is "200 nm", they still have a useable working distance.
I assume these can be built into sheets to focus light onto masks. No doubt intel might be interested.
No I think it's purely geometrical.
I think describing it as a minute fraction of an inch or centimetre would still be pretty accessible without having to get people to visualize a nanometre.
They should have just said 0.2 microns instead. It carries just as much actual meaning for the layperson, and it's a lot easier to parse if you are scientifically literate.
you'll rarely see cl, dg, or hm used here.
That said, here we all bascially use the American 'billion' because it makes a more logical approach and allows for dealing with larger numbers more easily.
Thus a british billion is 1000 * an american billion.
Nowadays we use the american billion of 1,000,000,000.
Pretty sure we all agree that a million is a thousand thousand.
Maybe by comparison to this, but hardly anyone cares about the size or weight of their phone camera lens.
A quick Google search found this:
http://www.the-scientist.com/?articles.view/articleNo/41072/...
"At present, researchers can choose an open-access option when submitting a manuscript to the journal, selecting one of three publishing licenses: Creative Commons Attribution 3.0 Unported (CC BY), the more restrictive Creative Commons Attribution-NonCommercial-No Derivs 3.0 Unported (CC BY-NC-ND), or Attribution-NonCommercial-ShareAlike 3.0 Unported (CC BY-NC-SA). Authors pay a fee of $5,200 to publish a study under a CC BY license, and $4,800 for each of the other two... Update (September 23): After this article was published, Nature Publishing Group's Amy Bourke responded to The Scientist, noting the flat article processing charge (APC) to publish in Nature Communications: $5,200"
Edit: other users seem to note that the journal is very reputable. I do not know myself, was reporting my apartment mate's reaction since he is much more knowledgeable in the area. It is clear from conversation I mis-understood his response. Apologies.
Here's [0] a link to the rankings of nature journals. Nature Communications is 3rd in general science, and Nature is 1st.
Tim Gowers and the freedom of knowledge group are pushing hard on journal fees.
[0]http://www.nature.com/npg_/company_info/impact_factors.html
Old post :
I can speak to the reputability of your friend's program. The statement is jaw dropping. It is so wrong as to make it hard for me to believe he goes to an accredited university.
They published papers with fairly weak research for overhype many times already.
One example is the infamous Barabasi-Albert paper on the preferential attachment. It contains many false claims, bad math and extraordinary assertions that would be excusable in some vulgarization for TV, much less for a research paper. They could at least have upped the paper before publication.
There are many much worse examples, that you can find on retractionwatch.com among other places.
If you want to know why org. Syn. is so reputable, check out their description: https://en.m.wikipedia.org/wiki/Organic_Syntheses