If the lacklustre speed of your Internet connection is getting you down, help could soon arrive from the orbital angular momentum of light. That is because an international team of researchers has developed a prototype system that uses this previously unexploited property of electromagnetic radiation to boost the amount of information that can be transmitted using a given amount of bandwidth. Although the test transmission was done across just a few metres in a vacuum, the technology developed in this proof-of-principle application could find wider application in optical telecommunications.
The rate at which data can be transmitted using electromagnetic radiation is normally limited by how much of the electromagnetic frequency spectrum is used Ц a quantity referred to as the bandwidth of the system. However, electromagnetic radiation has other degrees of freedom in addition to frequency and researchers are keen to use these to develop multiplexing schemes that boost the amount of data that can be sent over a link. For example, photons have an intrinsic spin angular momentum that manifests itself in the polarization of light. This property has already been used to increase data transmission rates Ц one stream of data is transmitted using photons with vertical polarization, for example, and another stream using photons with horizontal polarization.
It turns out that light can also carry orbital angular momentum. This is a result of the phase fronts of the waves rotating relative to their direction of propagation to create a pattern resembling a corkscrew. Whereas spin angular momentum can take only two values, orbital angular momentum can, in principle, take an infinite number of values. This could, in theory, allow a large number of data channels to be created using a finite amount of bandwidth.
This orbital angular momentum was first considered as a possible means of quantum communication in 2001 by the Austrian quantum physicist Anton Zeilinger. The idea that classical information could also be encoded in the orbital-angular-momentum states of photons was then demonstrated in 2004 by Miles Padgett and colleagues at the University of Glasgow in the UK. However, while Padgett's group proved that the principle could work, there was much to be done to produce a practical system.
The challenge has been taken up by Alan Willner and team at the University of Southern California, who, together with colleagues elsewhere in the US and in Israel, are the first to use orbital-angular-momentum states for multiplexing. Each data stream is encoded in the usual way using a series of on/off laser pulses. Then, separate streams of data are given a different orbital angular momentum before the beams are combined and transmitted. Finally, the different streams are separated in a process called Ђdemultiplexingї.
The different orbital-angular-momentum states are orthogonal, which means that there is no Ђcrosstalkї between the beams. As a bonus, since quantum mechanics allows you to know both the orbital and the spin angular momentum of a photon at the same time, the researchers managed to perform both polarization multiplexing and orbital-angular-momentum multiplexing on their beams of light. This doubled the number of states available and allowed the transmission to reach terabit speeds.
ЂWhat impresses me most about the research is that it goes beyond a proof of principle to the point where the researchers' results show meaningful amounts of speedї, comments Padgett. ЂIt's not just 'let me prove the basic physics Ц they're also putting in place lots of the supporting technology that would be needed in practice to build a runnable systemї.
1. Carpinelli, J.D. Electricity and Magnetism. A Two-week Course for Middle School Teachers. Ц New Jersey, 1982.
2. Glendinning E.H., McEvan J. Oxford English for Electronics. ЦOxford University Press, 2002.
3. Hilgevoord J. Physics and Our View of the World. Ц Cambridge University Press, 1994.
4. Sargent, J.F. Nanotechnology and Environmental, Health, and Safety: Issues for Consideration. January 20, 2011.
5. Macmillan Guide to Science. Ц Oxford, 2008.
1. Encyclopedia Britannica Ц www.britannica.com
2. BBC. Science and Nature Ц www.bbc.co.uk
3. Career Planning Resources Ц www.careercornerstone.org
4. Center for Responsible Nanotechnology Ц www.crnano.org
5. Discovery Communication Ц www.dsc.discovery.com
6. IOP Institute of Physics Ц www.iop.org
7. Innovating for the future Ц www.micron.com
8. Nanotechnology Now Ц www.nanotech-now.com
9. National Nanotechnology Infrastructure Network Ц www.nnin.org
10. News, views, and information for the global physics community Цwww.physicsworld.com
11. Ron KurtusТ School for Champions Ц www.school-for-champions.com
12. Howstuffworks. Science Ц www.science.howstuffworks.com
13. Robert Krampf's library of science Ц www.thehappyscientist.com
14. Today in Science History Ц www.todayinsci.com
15. Wikipedia The free Encyclopedia Ц www.wikipedia.org
16. National Earth Science Teachers Association (NESTA) Ц www.windows2universe.org
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