2015
DOI: 10.1109/tap.2015.2445414
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Enhancement of Time-Reversal Subwavelength Wireless Transmission Using Pulse Shaping

Abstract: Abstract-A novel time-reversal subwavelength transmission technique, based on pulse shaping circuits (PSCs), is proposed. Compared to previously reported approaches, this technique removes the need for complex or electrically large electromagnetic structures by generating channel diversity via pulse shaping instead of angular spectrum transformation. Moreover, the pulse shaping circuits (PSCs) are based on Radio Analog Signal Processing (R-ASP), and therefore do not suffer from the wellknown issues of digital … Show more

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Cited by 9 publications
(9 citation statements)
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“…The term ∆τ ∆f is called Delay Swing-Bandwidth Product (DSBP), and Eq. (20) clearly states that the SIR is linearly proportional to DSBP. Note that the signal peak power (P S ) is proportional to ∆f 2 , the MAI average power (P X ) is proportional to ∆f {∆τ , increasing ∆f increases both P S and P X with P S increased faster, while increasing ∆τ decreases only P X , leading to the SIR linearly proportional to the DSBP.…”
Section: Delay Swing -Bandwidth Productmentioning
confidence: 95%
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“…The term ∆τ ∆f is called Delay Swing-Bandwidth Product (DSBP), and Eq. (20) clearly states that the SIR is linearly proportional to DSBP. Note that the signal peak power (P S ) is proportional to ∆f 2 , the MAI average power (P X ) is proportional to ∆f {∆τ , increasing ∆f increases both P S and P X with P S increased faster, while increasing ∆τ decreases only P X , leading to the SIR linearly proportional to the DSBP.…”
Section: Delay Swing -Bandwidth Productmentioning
confidence: 95%
“…In Sec. III, we have derived the MAI power and SIR for the case of equal channel energy (α i,k " 1, @ k) based on the procedure from (17) to (20), so as to find the relationship between the DSBP (Delay Swing-Bandwidth Product) and SIR. We shall now extend this relationship to cover the case where the channels have different energies, i.e.…”
Section: B Mai Analysismentioning
confidence: 99%
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“…In (15), h(T − t) is a time-reversed version of h(t) for a time duration of T, which can approximately be expressed with the frequency domain terms by Parseval's relation. Substituting ( 11) -( 15) into (10), PRPR can consequently be represented as…”
Section: Peak Received Power Ratio Between Beamforming and Time Reversalmentioning
confidence: 99%
“…In addition, for mMIMO beamforming, the configuration and operation of the system could be quite complicated due to a large number of antennas used. One way to overcome such drawbacks of BF would be to employ time-reversal (TR) based far-field WPT [15]- [20]. TR applied in a complex propagation environment allows for spatial and temporal wave focusing by taking advantage of multipath, thereby selectively concentrating electromagnetic power at a desired location even with a single transmit antenna [20]- [26].…”
Section: Introductionmentioning
confidence: 99%