2015
DOI: 10.1038/nphoton.2015.214
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Capacity limits of spatially multiplexed free-space communication

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Cited by 241 publications
(151 citation statements)
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“…The TE 5 mode is the highest-order TE mode while the TM 3 mode is the highest-order TM mode. According to the design rules given above, the widths w ia2 and w ia3 are chosen as w ia2 = w ia3 = 1.8 μm, so that the TE 5 and TM 3 modes are cut-off at the narrow end of the wide-core waveguide (see Figure 2(b)). Meanwhile, the width w ib2 should be large enough to support the TE 0 and TM 0 modes at the wide end of the narrow-core waveguide, and also satisfy the following two conditions: n eff TE (w ia2 , 5) < n eff TE (w ib2 , 0) < n eff TE (w ia2 , 4), and n eff TM (w ia2 , 4) < n eff TM (w ib2 , 0) < n eff TM (w ia2 , 3), as discussed in the design rule.…”
Section: Structure Fabrication and Characterizationmentioning
confidence: 99%
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“…The TE 5 mode is the highest-order TE mode while the TM 3 mode is the highest-order TM mode. According to the design rules given above, the widths w ia2 and w ia3 are chosen as w ia2 = w ia3 = 1.8 μm, so that the TE 5 and TM 3 modes are cut-off at the narrow end of the wide-core waveguide (see Figure 2(b)). Meanwhile, the width w ib2 should be large enough to support the TE 0 and TM 0 modes at the wide end of the narrow-core waveguide, and also satisfy the following two conditions: n eff TE (w ia2 , 5) < n eff TE (w ib2 , 0) < n eff TE (w ia2 , 4), and n eff TM (w ia2 , 4) < n eff TM (w ib2 , 0) < n eff TM (w ia2 , 3), as discussed in the design rule.…”
Section: Structure Fabrication and Characterizationmentioning
confidence: 99%
“…. , 10) to excite the TE 0 , TE 1 , TE 2 , TE 3 , TE 4 , TE 5 , TM 0 , TM 1 , TM 2 , and TM 3 , modes, respectively. The measured transmissions at output ports O 1 ßO 10 are shown in Figure 7(a)-(j), respectively.…”
Section: Structure Fabrication and Characterizationmentioning
confidence: 99%
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“…When applied to the encoding of information, it might be expected that all modal sets offer the same information capacity, where the number of modes that can be transmitted with low loss is comparable to the Fresnel number of the optical system [11]. Put simply, for beams of a given radius, modes of higher order diverge more quickly [12], requiring a collection telescope of larger aperture.…”
Section: Modementioning
confidence: 99%
“…10,11 Orthogonal modal bases along with multimode and multicore fibers are employed for spatial multiplexing in optical systems. [11][12][13] Because the waves are physically separated and/or spatially orthogonal, each stream can be exploited as an independent channel for communication. The following article has been submitted to Applied Physics Letters.…”
mentioning
confidence: 99%